Loganair air ambulance accident

Logansport High School

The Logan Witness was a weekly English-language newspaper published in Beenleigh, Queensland, Australia from 9 February 1878 to 10 June 1893. The paper was four pages, double demy (57 cm x 90 cm) in size and issued on a Saturday.

Logandale, California

Loganville, Georgia

Logarithmic differential

Logandale, Nevada

Loganholme, Queensland

Logarovci (pronounced [lɔˈɡaːɾɔu̯tsi]) is a village in the Municipality of Križevci in northeastern Slovenia. The area traditionally belonged to the Styria region. The municipality is now included in the Mura Statistical Region. A village chapel-shrine was built in 1912 in the Neo-Gothic style.

Logarithmic sine

Logarithmic time

Logarithmic conformal field theory

Logarithmus dyadis

*Logania obscura (Distant & Pryer, 1887) (preocc. (Röber, 1886))

Loganville, WI

Logarithmic distribution

Logarithmically

Logar River (also Lowgar) is a river of Afghanistan. It gives the name to the Logar Valley and Logar Province. In Maidan Wardak Province where the river originates, it is called Chak River. The Chaki Wardak Dam is built on the river in Chaki Wardak District, Maidan Wardak Province. The Logar River drains a wide tract of country, rising in Maidan Wardak Province in the southern slopes of the Range and receiving tributaries from hills in the Kharwar District, north-east of Ghazni. It joins the Kabul River a few kilometres below the city of Kabul. The fertile and well irrigated Logar Valley, which is watered by its southern tributaries, is about 64 km (40 mi) long by 19 km (12 mi) wide. Lying in the vicinity of the capital, the district contributes significantly to its food supply. A large ancient city was discovered in 2002, just south of Puli Alam, dating back at least 1,700 years to Kushan times. It contains numerous multi-storied buildings and temple and covers an area of about 30 km2. It has been extensively looted during the recent war with many antiquities being sold on the black market.

Logarithmic Spiral Beaches

Loga

Loganville

Logarithmus generalis

Loganton No. 345, Saskatchewan

Logarithmic coversed sine

Logarithm base

Loganton, PA

Loganair Westray to Papa Westray route

Logarithmic

In theoretical physics, a logarithmic conformal field theory is a generalization of the concept of (usually two-dimensional) conformal field theory in which the correlators of the basic fields are allowed to be multi-valued and functions of the logarithm of the separation of the operators. Examples include the description of critical percolation.

Logan peak

Logan shore

Logarithmus binaris

In mathematics, a Borel measure μ on n-dimensional Euclidean space is called logarithmically concave (or log-concave for short) if, for any compact subsets A and B of and 0 < λ < 1, one has where λ A + (1 − λ) B denotes the Minkowski sum of λ A and (1 − λ) B.

Loganate

In algebraic geometry, a logarithmic pair consists of a variety, together with a divisor along which one allows mild logarithmic singularities. They were studied by .

Loganoside

Logansport is an unincorporated community in Marion County, West Virginia, United States. Logansport is located on Buffalo Creek and County Route 1 3.8 miles (6.1 km) west of Mannington.

Logar Valley (disambiguation)

In mathematics, the scale convolution of two functions and , also known as their logarithmic convolution is defined as the function when this quantity exists.

Logarithmic geometry

Logarithmic differentiation

Loganelliiformes

Logarithm of a matrix
In mathematics, a logarithm of a matrix is another matrix such that the matrix exponential of the latter matrix equals the original matrix. It is thus a generalization of the scalar logarithm and in some sense an inverse function of the matrix exponential. Not all matrices have a logarithm and those matrices that do have a logarithm may have more than one logarithm. The study of logarithms of matrices leads to Lie theory since when a matrix has a logarithm then it is in a Lie group and the logarithm is the corresponding element of the vector space of the Lie algebra.

Logan Verjus van Beek (born 7 September 1990, Christchurch, New Zealand) is a New Zealand born Dutch cricketer. He played for the Netherlands in the 2014 ICC World Twenty20 tournament and is also member of Canterbury. He was in the New Zealand squad for Under-19 World Cup in 2010. He is the grandson of former Test cricketer Sammy Guillen who represented both West Indies and New Zealand. He scored his maiden first-class century on 24 October 2015 in the Plunket Shield. In November 2017, in the 2017–18 Plunket Shield season, he took his maiden 10-wicket match haul in first-class cricket. In March 2018, in round six of the Plunket Shield, he took a hat-trick for Wellington against Canterbury. He was the leading wicket-taker in the 2017–18 Plunket Shield for Wellington, with 40 dismissals in seven matches. In June 2018, he was awarded a contract with Wellington for the 2018–19 season. In December 2018, he was signed by the English side Derbyshire for the 2019 County Championship season.

Logarovci

Logan martin lake

Loganville is a city in Walton and Gwinnett counties, Georgia, United States. The population was 10,458 at the 2010 census, up from 5,435 in 2000.

*Logania marmorata cineraria (Fruhstorfer, 1914)

Logarithmic table

Logarithmic dilution

Logarithmic differential form

Logana is an unincorporated community located in Jessamine County, Kentucky, United States. Its Post Office is no longer in service.

Logans Ferry Mine Tunnel

Loganatha Narayanasamy Government Arts College

In mathematics, the logarithmic norm is a real-valued functional on operators, and is derived from either an inner product, a vector norm, or its induced operator norm. The logarithmic norm was independently introduced by Germund Dahlquist and Sergei Lozinskiĭ in 1958, for square matrices. It has since been extended to nonlinear operators and unbounded operators as well. The logarithmic norm has a wide range of applications, in particular in matrix theory, differential equations and numerical analysis. In the finite dimensional setting it is also referred to as the matrix measure or the Lozinskiĭ measure.

Logan yuzna

In mathematics, the logarithmic mean is a function of two non-negative numbers which is equal to their difference divided by the logarithm of their quotient. This calculation is applicable in engineering problems involving heat and mass transfer.

Logarithmic function

Logania regina is a butterfly in the family Lycaenidae. It was described by Herbert Druce in 1873. It is found in the Indomalayan realm.

Logania is a genus of butterflies in the family Lycaenidae. The genus is shared the between the Indomalayan ecozone and the Australasian ecozone ranging from Burma to New Guinea.

Logarithmus decadis

Loganville and Lawrenceville Railroad of Georgia

In mathematics, specifically in calculus and complex analysis, the logarithmic derivative of a function f is defined by the formula where is the derivative of f. Intuitively, this is the infinitesimal relative change in f; that is, the infinitesimal absolute change in f, namely scaled by the current value of f. When f is a function f(x) of a real variable x, and takes real, strictly positive values, this is equal to the derivative of ln(f), or the natural logarithm of f. This follows directly from the chain rule.

Loganathan Arumugam

Logans

Logansport/ Cass County Airport (ICAO: KGGP, FAA LID: GGP) is a public airport 2 miles (3.2 km) south of Logansport, in Cass County, Indiana. The airport was founded in November 1959. As of 2015, the airport has been the home of Air Indiana Skydiving Center.

Logan in Overtime is a novel by Paul Quarrington, published in 1990 by Doubleday Canada. The novel was actually written much earlier in Quarrington's career, even preceding his 1987 novel King Leary. It was slated for publication by Avon Books in 1986, but was delayed after that company discontinued its Canadian fiction line. The novel's core theme explores the ways in which modern life needlessly complicates and ruins the simple pleasures in life. Its central character, Mars Logan, is a washed-up ice hockey player who was forced to retire from the National Hockey League due to his bad knees and is now consigned to playing for the Falconbridge Falcons, an oldtimers league team in Falconbridge, Ontario. He also has a personal passion for astronomy, due to a persistent belief that his professional hockey career ended because aliens from Sirius intentionally wrecked his knees, although he is so dissatisfied with his life that he spends most of his free time too drunk to clearly see the sky or identify the constellations. The plot is set in motion when a game against the Hope Blazers goes into overtime. With both teams persistently unable to score the winning goal, a national media frenzy — even attracting the anchors of Hockey Night in Canada to town — is ignited as the game approaches a new record for the longest overtime game in the entire history of the sport. Ultimately, as the game enters its fifth day, the two teams decide to settle the game with a simple round of shinny on a nearby pond, setting the stage for the game's resolution and for Logan's own victory over his personal demons. The novel forms an unofficial trilogy with Quarrington's other novels The Life of Hope and King Leary; The Life of Hope, although not about hockey, is set in the same town of Hope whose Blazers who are the opposing team in Logan, and the protagonist in King Leary lives in South Grouse, the same town where Logan was born and raised. In 2016, Canadian film production company Arc Multimedia optioned rights to a feature film adaptation of the novel, tentatively slated to begin production in 2017.

Loganatha Narayanasamy Government College is the first to be started by the government of Tamil Nadu in the Chengalpattu M.G.R. district, now called Thiruvallur District. The college is located at Ponneri on the Thiruvottiyur – Ponneri highroad with 65 acres (260,000 m2) of land area.

Loganholme Bus Station, Brisbane

A logarithmic spiral beach is a type of beach which develops in the direction under which it is sheltered by a headland, in an area called the shadow zone. It is characterized as a logarithmic spiral because if you look at it in plan view or aerially, it represents the same shape that is created from the logarithmic spiral relation. These beaches are also commonly referred to as ‘half heart’ or ‘crenulate’ shaped bays, or ‘headland bays’.

Loganville High School is located in Walton County, Georgia, the United States. Loganville is 35 miles east of Atlanta and 38 miles west of Athens. Walton County has nine elementary, three middle, and three high schools, and a Performance Learning Center.

The Logan & Southern Subdivision is a railroad line owned by CSX Transportation in the U.S. State of West Virginia. It was formerly part of the CSX Huntington East Division. It became part of the CSX Florence Division on June 20, 2016. The line runs from Logan, West Virginia to Sarah Ann, West Virginia for a total of 11.7 miles. At its north end it continues south from the Island Creek Subdivision and at its south end the line comes to an end.

In mathematics, a sequence a = (a0, a1, ..., an) of nonnegative real numbers is called a logarithmically concave sequence, or a log-concave sequence for short, if ai2 ≥ ai−1ai+1 holds for 0 < i < n . Remark: some authors (explicitly or not) add two further hypotheses in the definition of log-concave sequences:
* a is non-negative
* a has no internal zeros; in other words, the support of a is an interval of Z. These hypotheses mirror the ones required for log-concave functions. Sequences that fulfill the three conditions are also called Pòlya Frequency sequences of order 2 (PF2 sequences). Refer to chapter 2 of for a discussion on the two notions. For instance, the sequence (1,1,0,0,1) checks the concavity inequalities but not the internal zeros condition. Examples of log-concave sequences are given by the binomial coefficients along any row of Pascal's triangle and the elementary symmetric means of a finite sequence of real numbers.

Logans Run

*Logania marmorata javanica (Fruhstorfer, 1914)

Logarithmic convolution

Logar Valley, Afghanistan

Logans Ferry Powder Works Historic District

The Loganville and Lawrenceville Railroad (L&L) was founded in 1898 and operated a 10-mile (16 km) line between Loganville and Lawrenceville, Georgia, USA. It was owned by the Georgia, Carolina and Northern Railway which was incorporated into the Seaboard Air Line Railway in 1901. The L&L was completely abandoned in 1932.

Logar Valley

In calculus, logarithmic differentiation or differentiation by taking logarithms is a method used to differentiate functions by employing the logarithmic derivative of a function f, The technique is often performed in cases where it is easier to differentiate the logarithm of a function rather than the function itself. This usually occurs in cases where the function of interest is composed of a product of a number of parts, so that a logarithmic transformation will turn it into a sum of separate parts (which is much easier to differentiate). It can also be useful when applied to functions raised to the power of variables or functions. Logarithmic differentiation relies on the chain rule as well as properties of logarithms (in particular, the natural logarithm, or the logarithm to the base e) to transform products into sums and divisions into subtractions. The principle can be implemented, at least in part, in the differentiation of almost all differentiable functions, providing that these functions are non-zero.

Logarithmic versed sine

Loganlea is an urban, residential suburb of Logan City, Queensland, Australia. the 2011 Australian Census the suburb recorded a population of 7,321. The eastern boundary of Loganlea is marked by a winding section of the Logan River. The north of the suburb is aligned with the Beenleigh railway line. The western boundary follows part of both Scrubby Creek and Kingston Road. The Logan Motorway crosses the northern tip of Loganlea where access is provided via Kingston Road. Loganlea State High School was built in the north-east close to the railway line. A police beat is located on the corner of Haig Road and Station Street. Towards the centre of the suburb is a small retail zone which includes a child-care centre. The Logan Artists Association art gallery and studio opened in 2012 and is located in Coral Street. In the east along Logan River the land is prone to flooding. Flooding is experienced at Loganlea Road near Webb Road when the Logan River breaks its banks. Evergreen Park and Sturdee Park are two large parks amongst many smaller others. There are power transmission lines along Scrubby Creek connected to the Loganlea Substation nearby in Meadowbrook . The suburb is very close to Logan Hospital, TAFE college and Griffith University in Meadowbrook and a shopping centres in both Marsden and Waterford West.

A logarithmic timeline is a timeline laid out according to a logarithmic scale. This necessarily implies a zero point and an infinity point, neither of which can be displayed. The most natural zero point is the Big Bang, looking forward, but the most common is the ever-changing present, looking backward. (Also possible is a zero point in the present, looking forward to the infinite future.) The idea of presenting history logarithmically goes back at least to 1932, when copyrighted his chart "Histomap of Evolution". Around the same time it was also explored by the cyberneticist Heinz von Foerster, who used it to propose that memories naturally fade in an exponential manner. Logarithmic timelines have also been used in future studies to justify the idea of a technological singularity. A logarithmic scale enables events throughout time to be presented accurately, but enables more events to be included closer to one end. Sparks explained this by stating: As we travel forward in geological time the more complex is the evolution of life forms and the more are the changes to be recorded. Further, the most recent periods of evolution hold the most interest for us. We need therefore increasingly more space for our outline the nearer we approach modern times, and the logarithmic scale fulfills just this condition without any break in the continuity. Two examples of such timelines are shown below, while a more comprehensive version (similar to that of Sparks' "Histomap") can be found at Detailed logarithmic timeline.

Logarithmic integral function

Logarithmic can refer to:
* Logarithm, a transcendental function in mathematics
* Logarithmic scale, the use of the logarithmic function to describe measurements
* Logarithmic spiral,
* Logarithmic growth
* Logarithmic distribution, a discrete probability distribution
* Natural logarithm

Logansport/Cass County Airport

Loganic acid is an iridoid. Loganic acid is synthesized from 7-deoxyloganic acid by the enzyme (7-DLH). It is a substrate for the enzyme loganate O-methyltransferase for the production of loganin.

Logansport, Indiana

Logarithmic timeline

A Logan plot (or Logan graphical analysis) is a graphical analysis technique based on the compartment model that uses linear regression to analyze pharmacokinetics of tracers involving reversible uptake. It is mainly used for the evaluation of nuclear medicine imaging data after the injection of a labeled ligand that binds reversibly to specific receptor or enzyme. In conventional compartmental analysis, an iterative method is used to fit the individual model parameters in the solution of a compartmental model of specific configuration to the measurements with a measured plasma time-activity curve that serves as an forcing (input) function, and the binding of the tracer can then be described. Graphical analysis is a simplified method that transforms the model equations into a linear equation evaluated at multiple time points and provides fewer parameters (i.e., slope and intercept). Although the slope and the intercept can be interpreted in terms of a combination of model parameters if a compartmental model configuration is assumed, the graphical methods are independent of any specific model configuration. In case of irreversible tracers, certain fraction of the radioactivity is trapped in the tissue or the binding site during the course of the experiment, whereas reversible tracers show uptake and loss from all compartments throughout the study. The theoretical foundation of graphical analysis for irreversible tracers (also called Patlak graphical analysis or Patlak plot) was laid by and his colleagues at NIH. Based on the original work of Patlak, and her colleagues from Brookhaven National Laboratory extended the method to tracers with reversible kinetics.

Logarithmic proportionality

Loganville (disambiguation)

Logansville (also Loganville) is an unincorporated community in central Pleasant Township, Logan County, Ohio, United States. It lies along State Route 47 at its intersection with County Road 24. The Great Miami River flows southward along the western edge of Logansville. The community lies 2½ miles (4 km) north of the village of De Graff and 9 miles (14½ km) west of the city of Bellefontaine, the county seat of Logan County. It is located at 40°20′44″N 83°55′50″W﻿ / ﻿40.34556°N 83.93056°W (40.3456070, -83.9304936), and its altitude is 1,010 feet (308 m). Logansville was platted in 1827, and named after Logan, an Indian tribal leader. A post office called Logansville was established in 1835, and remained in operation until 1905. Logansville is served by the Logansville Community Church.

Logarithmic-space many-one reduction

Logar province

Logansport, LA

Logan string melody

Dark mottle

Logan stone

Logarithmic decrement, , is used to find the damping ratio of an underdamped system in the time domain. The method of logarithmic decrement becomes less and less precise as the damping ratio increases past about 0.5; it does not apply at all for a damping ratio greater than 1.0 because the system is overdamped.

Loganair Flight 670A (LC670A) was a scheduled cargo flight for the Royal Mail from Edinburgh-Turnhouse Airport, Scotland to Belfast International Airport. On 27 February 2001 the Short 360 operating the flight ditched in the Firth of Forth off Edinburgh at around 17:30 local time; the two crewmembers' bodies were found in the wreckage a few hours after the crash.

Logariastes tes aules

*Logania massalia sora (Fruhstorfer, 1914)

Logansport is a city in and the county seat of Cass County, Indiana, United States. The population was 18,396 at the 2010 census. Logansport is located in northern Indiana at the junction of the Wabash and Eel rivers, northeast of Lafayette.

Loganair Flight 670

Logansport, IN mSA

Logarithm table

(1S,4aS,6S,7R,7aS)-1-(β-(D)-Glucopyranosyloxy)-6-hydroxy-7-methyl-1,4a,5,6,7,7a-hexahydrocyclopenta[c]pyran-4-carboxylic acid

Logarithmic plot

Logarithmic versed-sine

Logan and Southern Subdivision

Logarithmic curve

Logarithmic Conformal Field Theory

A logarithmic resistor ladder is an electronic circuit composed of a series of resistors and switches, designed to create an attenuation from an input to an output signal, where the logarithm of the attenuation ratio is proportional to a digital code word that represents the state of the switches. The logarithmic behavior of the circuit is its main differentiator in comparison with digital-to-analog converters in general, and traditional R-2R Ladder networks specifically. Logarithmic attenuation is desired in situations where a large dynamic range needs to be handled. The circuit described in this article is applied in audio devices, since human perception of sound level is properly expressed on a logarithmic scale.

Logania watsoniana, or Watson's mottle, is a small but striking butterfly found in India that belongs to the lycaenids or blues (family Lycaenidae). The species was first described by Lionel de Nicéville in 1898.

Logarithmic pair

Logansport, IN

*Logania marmorata stenosa (Fruhstorfer, 1914)

Logania

Logarithm Table in Trigonometry

The Logansport Formation is a geologic formation in Louisiana. It preserves fossils dating back to the Paleogene period.

Logarithm function

Logarithmic-scale

Logania distanti, the dark mottle, is a small but striking butterfly found in India that belongs to the lycaenids or blues (family Lycaenidae). It was first described by Georg Semper in 1889.

Logarithmic cotangent

Loganlea is an urban, residential suburb of Logan City, Queensland, Australia. the 2011 Australian Census the suburb recorded a population of 7,321. The eastern boundary of Loganlea is marked by a winding section of the Logan River. The north of the suburb is aligned with the Beenleigh railway line. The western boundary follows part of both Scrubby Creek and Kingston Road. The Logan Motorway crosses the northern tip of Loganlea where access is provided via Kingston Road.

Loganville High School

Logansport Community High School is a high school located in Logansport, Indiana, USA. The first recorded commencement took place in June 1871, at the Mesodian Opera House, with three graduates.

Logarithmically convex

Logan in Overtime

Loganiaceae

Logarithmic BEC vacuum theory

Logan v United States

Logarithm differentiation

Logansport State Hospital is a psychiatric hospital located in Logansport, Indiana, United States. It was founded July 1, 1888, as the Northern Indiana Hospital for the Insane and is Indiana's oldest operating psychiatric hospital. Its first superintendent was Dr. J.G. Rogers.

Loganholme

Logansville and Lawrenceville Railroad

*Logania massalia munichya (Fruhstorfer, 1914)

Logania evora

Logarithmic space

Loganrichardson

Logarithmic (disambiguation)

Logarithms

Logan metropolitan area

In mathematics, a function f is logarithmically convex or superconvex if , the composition of the logarithm with f, is itself a convex function.

In enzymology, a loganate O-methyltransferase (EC 2.1.1.50) is an enzyme that catalyzes the chemical reaction S-adenosyl-L-methionine + loganic acid S-adenosyl-L-homocysteine + loganin Thus, the two substrates of this enzyme are S-adenosyl methionine and loganic acid (also called loganate), whereas its two products are S-adenosylhomocysteine and loganin. This enzyme belongs to the family of transferases, specifically those transferring one-carbon group methyltransferases. The systematic name of this enzyme class is S-adenosyl-L-methionine:loganate 11-O-methyltransferase. Other names in common use include loganate methyltransferase, and S-adenosyl-L-methionine:loganic acid methyltransferase. This enzyme participates in terpene indole and ipecac alkaloid biosynthesis.

Logana, Kentucky

Loganholme is a suburb of Logan City, Queensland, Australia. At the 2016 Australian Census the suburb recorded a population of 6,303. The majority of the land is used for houses while it has range of other uses.

Logarithmic quantity

Logan wv

Logandale

Logans run

Logania marmorata

In calculus, logarithmic differentiation or differentiation by taking logarithms is a method used to differentiate functions by employing the logarithmic derivative of a function f, The technique is often performed in cases where it is easier to differentiate the logarithm of a function rather than the function itself. This usually occurs in cases where the function of interest is composed of a product of a number of parts, so that a logarithmic transformation will turn it into a sum of separate parts (which is much easier to differentiate). It can also be useful when applied to functions raised to the power of variables or functions. Logarithmic differentiation relies on the chain rule as well as properties of logarithms (in particular, the natural logarithm, or the logarithm to the base

Logarithmically convex function

Logancha is a meteorite crater in Siberia, Russia. It is 20 km (12 mi) in diameter and the age is estimated to be 40 ± 20 million years old (most likely Eocene). The crater is not exposed at the surface.

Logarithmic haversine

Loganathan Arumugam (15 July 1953 – 4 June 2007), better known as Loga, was a Malaysian singer who was one of the founding members of the band Alleycats. Loga was one of the lead singers for Alleycats along with his elder brother David. Dato Loganathan Arumugam died from lung cancer at the Mount Miriam Hospital on 4 June 2007. He left behind 2 children, Vigneshwaran Loganathan and Priyadashini Loganathan, and his wife, Susan Lovie. Datuk Loganathan Arumugam was conferred the Darjah Indera Mahkota Pahang (DIMP) award which carries the title of "Dato" in conjunction with Sultan Ahmad Shah of Pahang's 78th birthday on 24 October 2008.

Logar Valley Landscape Park

Logarithmic BEC vacuum

Logan van Beek

Logarithmic Kähler differentials

Logarithmic cosine

Logania marmorata, the pale mottle, is a butterfly in the family Lycaenidae. It was described by Frederic Moore in 1884. It is found in the Indomalayan realm.

Logan film

Logania substrigosa

Logan sapphire

Watson's mottle

The Loganiaceae are a family of flowering plants classified in order Gentianales. The family includes up to 13 genera, distributed around the world's tropics. Many members of the Loganiaceae are extremely poisonous, causing death by convulsion. Poisonous properties are largely due to alkaloids such as those found in Strychnos. Glycosides are also present as loganin in Strychnos.

Logarithmic tangent

Logansville, Ohio

Logandale is located in Clark County, Nevada. It was an unincorporated town in Clark County until 1981 when the unincorporated towns of Overton and Logandale were merged to created the unincorporated town of Moapa Valley. The town was incorporated on May 9, 2019. The owner of this corporation is James Schramm . The community is the home of the annual Clark County Fair and Rodeo. The Las Vegas Metropolitan Police Department patrols the town.

Logarithmic negativity

Loganlea State High School (LSHS) is a secondary school in Neridah Street at Loganlea, Logan City, Queensland, Australia, for students between years 7 and 12. The school was established in 1981 between the Logan River and the Beenleigh railway line. It has an enrollment of 550 students. The school is co-educational with students from a variety of cultural backgrounds. Three year 8 scholarships are offered: an overall year, mathematics and science laptop, and one for dance. Loganlea State High operates a working property which enables learning opportunities in animal husbandry and farming. In recent years, students partaking in the agribusiness program have been able to spend time on a remote property in Central Queensland in order to gain practical skills as well as a sense of independence. The school opened Knowledge House in 2006. Its purpose is to establish a more Indigenous-friendly curriculum. Knowledge House is a safe space, an Indigenous cultural experience, achieving results in urban areas for jarjums and community. 'Jarjums' is an Aboriginal word for students. Students participate in group sporting activities as a member of one of Four houses; Pegasus (PEG), Hydra (HYD), Sagitta (SAG) and Ursa (URS). The School Swimming Carnival includes a teacher versus student relay, which is not seen at many other schools. The Dance Eisteddfod Team competes in the Brisbane performing challenge and the Ipswich Dance Eisteddfod. Alumni Lists from 1982 can be found at Names Database.

Logarithmic strain

Logan v. United States, 552 U.S. 23 (2007), was a case before the United States Supreme Court.

The Logan family are African Americans descended from and his wife Adella Hunt Logan. This mixed-race family has become part of the educated, professional black elite in the United States. Of mixed-race, Logan was born into slavery in Virginia shortly before the American Civil War. Adella Hunt was also of mixed race, born free during the Civil War to a free woman of color and a white farmer who had a common-law marriage. After gaining educations, the couple met as teachers at Tuskegee Institute.

Logarithmically convex set

Loganlea reservoir

Logarithm/Identities

Loganlea State High School (LSHS) is a secondary school in Neridah Street at Loganlea, Logan City, Queensland, Australia, for students between years 7 and 12. The school was established in 1981 between the Logan River and the Beenleigh railway line. It has an enrollment of 550 students. The school is co-educational with students from a variety of cultural backgrounds. Three year 8 scholarships are offered: an overall year, mathematics and science laptop, and one for dance. Alumni Lists from 1982 can be found at Names Database.

In convex analysis, a non-negative function f : Rn → R+ is logarithmically concave (or log-concave for short) if its domain is a convex set, and if it satisfies the inequality for all x,y ∈ dom f and 0 < θ < 1. If f is strictly positive, this is equivalent to saying that the logarithm of the function, log ∘ f, is concave; that is, for all x,y ∈ dom f and 0 < θ < 1. Examples of log-concave functions are the 0-1 indicator functions of convex sets (which requires the more flexible definition), and the Gaussian function. Similarly, a function is log-convex if it satisfies the reverse inequality for all x,y ∈ dom f and 0 < θ < 1.

Logangster

*Logania massalia nada (Fruhstorfer, 1914)

Logansport, IN μSA

The Logan family are African Americans descended from and his wife Adella Hunt Logan. This mixed-race family has become part of the educated, professional black elite in the United States. Of mixed-race, Logan was born into slavery in Virginia shortly before the American Civil War. Adella Hunt was also of mixed race, born free during the Civil War to a free woman of color and a white farmer who had a common-law marriage. After gaining educations, the couple met as teachers at Tuskegee Institute. They married and had several children. As teachers, they also established a family tradition of "education and decorum as a way to transcend racial restrictions". They and their descendants used education for advancement, and have become part of the professional class.

Logan city

Loganic acid

Logansport (disambiguation)

Logansport (IN)

Logan new mexico

Loganville Christian Academy

In mathematics, logarithmic growth describes a phenomenon whose size or cost can be described as a logarithm function of some input. e.g. y = C log (x). Note that any logarithm base can be used, since one can be converted to another by multiplying by a fixed constant. Logarithmic growth is the inverse of exponential growth and is very slow. A familiar example of logarithmic growth is a number, N, in positional notation, which grows as logb (N), where b is the base of the number system used, e.g. 10 for decimal arithmetic. In more advanced mathematics, the partial sums of the harmonic series

Logar River

Logarithmic norm

Logarithmic arithmetic

Logarithmic law of the wall

Logarithmic exsecant

Logan road

Logarithmically concave measure

Logania (butterfly)

Logan and Hemingway was a firm of British civil engineering contractors. The firm was an awarded a number of contracts by the Manchester, Sheffield and Lincolnshire Railway and its successor the Great Central Railway, including expansion of the company's No.1 Fish Dock at the Port of Grimsby in the 1870s. parts of the company's London extension (Great Central Main Line), the company's new station at Nottingham c.1897 (Nottingham Victoria railway station), and work on the company's pier at New Holland c.1922.

Logarithmus

Logania distanti

Logarithmic barrier function

Logandale is an unincorporated community in Glenn County, California. It is located on the Southern Pacific Railroad 6 miles (9.7 km) south of Willows, at an elevation of 102 feet (31 m).

Logarithmic decrement

Logarithmic Number System

Loganville Christian Academy (LCA) is a private Christian school located in Walton County, Georgia, United States.

Logarithmic integral

Logarithmic Computing Instrument

Logan Verjus van Beek (born 7 September 1990, Christchurch, New Zealand) is a New Zealand born Dutch cricketer. He played for the Netherlands in the 2014 ICC World Twenty20 tournament and is also member of Canterbury. He was in the New Zealand squad for Under-19 World Cup in 2010. He is the grandson of former Test cricketer Sammy Guillen who represented both West Indies and New Zealand. In December 2018, he was signed by the English side Derbyshire for the 2019 County Championship season.

Loganate O-methyltransferase

Logarithmic coversed-sine

Logarithim

Logansport, Indiana micropolitan area

Loganlea, Queensland

Logarithmic prior

Logansport

Not to be confused with the plant of the same name Logania is a genus of jawless fish which lived during the Silurian and Early Devonian period. Like other thelodonts, the body was covered in denticles, which in Logania were interlocking and stud-like.

Logan in Overtime is a novel by Paul Quarrington, published in 1990 by Doubleday Canada. The novel was actually written much earlier in Quarrington's career, even preceding his 1987 novel King Leary. It was slated for publication by Avon Books in 1986, but was delayed after that company discontinued its Canadian fiction line. In 2016, Canadian film production company Arc Multimedia optioned rights to a feature film adaptation of the novel, tentatively slated to begin production in 2017.

Logan view public schools

Logan act

Loganville, PA

Logarzo

Logan airport

We empower students to achieve excellence every day

Logan magazine

Logarithmic convexity

Logarithmic spiral beaches

Logansport Cluster

Logania massalia

Loganlea

In mathematics, logarithmic growth describes a phenomenon whose size or cost can be described as a logarithm function of some input. e.g. y = C log (x). Note that any logarithm base can be used, since one can be converted to another by multiplying by a fixed constant. Logarithmic growth is the inverse of exponential growth and is very slow. A familiar example of logarithmic growth is a number, N, in positional notation, which grows as logb (N), where b is the base of the number system used, e.g. 10 for decimal arithmetic. In more advanced mathematics, the partial sums of the harmonic series grow logarithmically. In the design of computer algorithms, logarithmic growth, and related variants, such as log-linear, or linearithmic, growth are very desirable indications of efficiency, and occur in the time complexity analysis of algorithms such as binary search. Logarithmic growth can lead to apparent paradoxes, as in the martingale roulette system, where the potential winnings before bankruptcy grow as the logarithm of the gambler's bankroll. It also plays a role in the St. Petersburg paradox. In microbiology, the rapidly growing exponential growth phase of a cell culture is sometimes called logarithmic growth. During this bacterial growth phase, the number of new cells appearing are proportional to the population. This terminological confusion between logarithmic growth and exponential growth may be explained by the fact that exponential growth curves may be straightened by plotting them using a logarithmic scale for the growth axis.

Loganlea State High School

Logar Valley (Slovenia)

Logans shadow

Berries

Logarithmic identities

Loganville, California

Logarithmic capacity

Logarithmic transformation

Logarithmus decimalis

Loganathan

Logarithmic mean

Logania andersonii

Logarithmically concave sequence

Logan pearsall smith

Logarithmic normal distribution

Logarithmic cosecant

Logan van

Logancha crater

A logarithmic resistor ladder is an electronic circuit composed of a series of resistors and switches, designed to create an attenuation from an input to an output signal, where the logarithm of the attenuation ratio is proportional to a digital code word that represents the state of the switches.

Logania is a genus of plants belonging to the family Loganiaceae. Native to Australia and New Zealand, the genus includes at least 24 species including herbs, shrubs, trees and climbers. Species include:
* Logania albiflora (Andrews) Druce
* B.J.Conn
* B.J.Conn
* F.Muell.
* F.Muell.
* R.Br.
* B.J.Conn
* Hook.
* R.Br.
* R.J.F.Hend.
* B.J.Conn
* R.Br.
* F.Muell.
* J.M.Black
* B.J.Conn
* Schltdl. - flax-leaf logania
* B.J.Conn
* Benth.
* (J.M.Black) B.J.Conn
* B.J.Conn
* F.Muell. - bare logania
* R.Br. oval-leaf logania
* B.J.Conn
* R.Br.
* J.M.Black
* G.Perry ex B.J.Conn
* B.J.Conn
* R.Br.
* F.Muell.
* F.Muell.
* D.A.Herb.
* (Labill.) F.Muell.
* Cranfield & Keighery

Logansport Memorial Hospital

Logarithmic average

Loganair Flight 670A

Logarithmic Decrement

Logarithmic computing instrument

Logar

Logariastēs (Greek: λογαριαστής, "accountant") was a type of financial official in the Byzantine Empire from the early 11th century onwards, with the task of controlling expenses. The post is attested for the first time in 1012, and existed both within the financial bureaux (sekreta) of the central government such as those of the logothetēs tou genikou, the chartoularios tou vestiariou and the sakellarios as well as in the provincial administration, in monasteries or in private estates. Logariastai appear in the sources until the 15th century.

Logarithmic series distribution

Logarithmic growth

Logan the Orator

Logarithmically concave function
In convex analysis, a non-negative function f : Rn → R+ is logarithmically concave (or log-concave for short) if its domain is a convex set, and if it satisfies the inequality for all x,y ∈ dom f and 0 < θ < 1. If f is strictly positive, this is equivalent to saying that the logarithm of the function, log ∘ f, is concave; that is, for all x,y ∈ dom f and 0 < θ < 1. Examples of log-concave functions are the 0-1 indicator functions of convex sets (which requires the more flexible definition), and the Gaussian function. Similarly, a function is log-convex if it satisfies the reverse inequality

Logarithmic cost model

*Allotinus (Logania) distanti (Staudinger, 1889) (preocc. (Semper, 1889))

The Logan Metropolitan Statistical Area, as defined by the United States Census Bureau, is an area consisting of two counties – one in Utah and one in Idaho, anchored by the city of Logan. As of the 2010 census, the MSA had a population of 125,442 (the Census Bureau estimate for July 1, 2014 placed the population at 131,364). The Logan metropolitan area is colloquially called Cache Valley, where most of the population resides.

Neridah Street

*Logania massalia damis (Fruhstorfer, 1914)

Logan rock

*Logania massalia glypha (Fruhstorfer, 1914)

Logania sriwa

In contexts including complex manifolds and algebraic geometry, a logarithmic differential form is a meromorphic differential form with poles of a certain kind. The concept was introduced by Deligne. Let X be a complex manifold, D ⊂ X a divisor, and ω a holomorphic p-form on X−D. If ω and dω have a pole of order at most one along D, then ω is said to have a logarithmic pole along D. ω is also known as a logarithmic p-form. The logarithmic p-forms make up a subsheaf of the meromorphic p-forms on X with a pole along D, denoted In the theory of Riemann surfaces, one encounters logarithmic one-forms which have the local expression for some meromorphic function (resp. rational function) , where g is holomorphic and non-vanishing at 0, and m is the order of f at 0. That is, for some open covering, there are local representations of this differential form as a logarithmic derivative (modified slightly with the exterior derivative d in place of the usual differential operator d/dz). Observe that ω has only simple poles with integer residues. On higher-dimensional complex manifolds, the Poincaré residue is used to describe the distinctive behavior of logarithmic forms along poles.

Logansport, IN Micropolitan Statistical Area

Logarithmic functions

Loganville and Lawrenceville Railroad

Logarithm of the base 2

Logansport, West Virginia

Loganin:oxygen oxidoreductase (ring-cleaving)

Logar River (also Lowgar) is a river of Afghanistan. It gives the name to the Logar Valley and Logar Province. In Maidan Wardak Province where the river originates, it is called Chak River. The Chaki Wardak Dam is built on the river in Chaki Wardak District, Maidan Wardak Province.

The Loganiaceae are a family of flowering plants classified in order Gentianales. The family includes up to 13 genera, distributed around the world's tropics. Many members of the Loganiaceae are extremely poisonous, causing death by convulsion. Poisonous properties are largely due to alkaloids such as those found in Strychnos. Glycosides are also present as loganin in Strychnos. Earlier treatments of the family have included up to 29 genera. Phylogenetic studies have demonstrated that this broadly defined Loganiaceae was a polyphyletic assemblage, and numerous genera have been removed from Loganiaceae to other families (sometimes in other orders), e.g., Gentianaceae, Gelsemiaceae, Plocospermataceae, Tetrachondraceae, Buddlejaceae, and Gesneriaceae. Some classification schemes, notably Takhtajan's, break the remaining Loganiaceae even further, into as many as four families; Strychnaceae, Antoniaceae, Spigeliaceae and Loganiaceae.

Logarithmic return

Logan Young (1940–2006) was a Memphis, Tennessee businessman and a booster for the University of Alabama football program. In 2005, Young was found guilty in federal court for charges relating to his role in a scheme to pay a high school football coach $150,000 to help recruit a player to Alabama.

Loganlea Reservoir is a small reservoir in the Pentland Hills, Midlothian, Scotland, UK. The Logan Burn connects the reservoir with Glencorse Reservoir.

Logans Ferry Powder Works Historic District is a historic district in Plum, Pennsylvania. These powder works were started in 1918, and they produced explosive bronze-aluminum powder for use in fireworks and other explosives and pigments for Alcoa. The works were listed on the National Register of Historic Places on May 7, 1998. the plant is being dismantled as of 3/6/2015

Loganesti

Logan and Hemingway

Loganin is one of the best-known of the iridoid glycosides. It is named for the Loganiaceae, having first been isolated from the seeds of a member of that plant family, namely those of Strychnos nux-vomica. It also occurs in Alstonia boonei (Apocynaceae), a medicinal tree of West Africa and in the medicinal/entheogenic shrub Desfontainia spinosa (Columelliaceae) native to Central America and South America.

Logarithmic-space reduction

A logarithmic timeline is a timeline laid out according to a logarithmic scale. This necessarily implies a zero point and an infinity point, neither of which can be displayed. The most natural zero point is the Big Bang, looking forward, but the most common is the ever-changing present, looking backward. (Also possible is a zero point in the present, looking forward to the infinite future.) A logarithmic scale enables events throughout time to be presented accurately, but enables more events to be included closer to one end. Sparks explained this by stating:

Logar Province

The Logar Valley (Slovene: Logarska dolina, Logarjeva dolina) is a valley in the Kamnik Alps, in the Municipality of Solčava, Slovenia. The Slovene name for the valley is of relatively recent coinage and is derived from the Logar Farm, which in turn is derived from log (literally, 'swampy meadow'). In 1987, the valley received protected status as a landscape park encompassing 24.75 square kilometres (9.56 sq mi).

Loganholme bus station

Logan murray

Logarithmic form

A Logan plot (or Logan graphical analysis) is a graphical analysis technique based on the compartment model that uses linear regression to analyze pharmacokinetics of tracers involving reversible uptake. It is mainly used for the evaluation of nuclear medicine imaging data after the injection of a labeled ligand that binds reversibly to specific receptor or enzyme.

Logar, Afghanistan

(1S,4aS,6S,7R,7aS)-6-Hydroxy-7-methyl-1-[(2S,3R,4S,5S,6R)-3,4,5-trihydroxy-6-(hydroxymethyl)oxan-2-yl]oxy-1,4a,5,6,7,7a-hexahydrocyclopenta[c]pyran-4-carboxylate

Logania watsoniana

Logar, AF

Logarithmic unit

Logandale, Nev.

Logarithmic external secant

Logariastēs (Greek: λογαριαστής, "accountant") was a type of financial official in the Byzantine Empire from the early 11th century onwards, with the task of controlling expenses. The post is attested for the first time in 1012, and existed both within the financial bureaux (sekreta) of the central government such as those of the logothetēs tou genikou, the chartoularios tou vestiariou and the sakellarios as well as in the provincial administration, in monasteries or in private estates. Logariastai appear in the sources until the 15th century. Emperor Alexios I Komnenos (reigned 1081–1118) created the post of megas logariastēs (μέγας λογαριαστής, "Grand Accountant"), first attested in 1094. Initially it shared the duty of general comptroller of the fisc with the sakellarios, but soon replaced the latter office entirely. The post is attested until the 14th century. In the mid-14th century Book of Offices of pseudo-Kodinos, the megas logariastēs is ranked 40th in the palace hierarchy, following the logothetēs tōn oikeiakōn and preceding the prōtokynēgos. According to peudo-Kodinos, by his time he had no function, but was merely an honorific dignity. The costume of office was identical to that of the logothetēs tōn oikeiakōn, i.e. a turban (phakeōlis) and the epilourikon, probably a descendant of the middle Byzantine epilōrikon, a garment worn over armour. In the 14th century, the special post of the logariastēs tēs aulēs (λογαριαστής τῆς αὐλῆς, "accountant of the court") is attested, responsible for paying the salaries of certain courtiers. A logariastēs tōn chrysoboullōn (λογαριαστής τῶν χρυσοβοῦλλων, "accountant of the chrysobulls") is also recorded, but its duties are unclear.

Logansport State Hospital

Logarithmic time hierarchy

Logan coalfield

Logarithmic category

Logar (disambiguation)

Logarjeva dolina

Logarithmic spirals

Logarhythms

In mathematics, a sequence a = (a0, a1, ..., an) of nonnegative real numbers is called a logarithmically concave sequence, or a log-concave sequence for short, if ai2 ≥ ai−1ai+1 holds for 0 < i < n . Remark: some authors (explicitly or not) add two further hypotheses in the definition of log-concave sequences:
* a is non-negative
* a has no internal zeros; in other words, the support of a is an interval of Z. These hypotheses mirror the ones required for log-concave functions.

Logansport, IN µSA

Logansville (also Loganville) is an unincorporated community in central Pleasant Township, Logan County, Ohio, United States. It lies along State Route 47 at its intersection with County Road 24. The Great Miami River flows southward along the western edge of Logansville. The community lies 2½ miles (4 km) north of the village of De Graff and 9 miles (14½ km) west of the city of Bellefontaine, the county seat of Logan County. It is located at 40°20′44″N 83°55′50″W﻿ / ﻿40.34556°N 83.93056°W (40.3456070, -83.9304936), and its altitude is 1,010 feet (308 m).

Logan family (historical)

Logarithmic units

Logar Valley (Afghanistan)

Loganville, GA

Logariastes

Logarithmic-space Turing reduction

லோகநாதன்

Loganin

Logarithmic algorithm

Loganville is an unincorporated community in Sierra County, California, United States. Loganville is 2 miles (3.2 km) west of Sierra City.

Logania is a genus of plants belonging to the family Loganiaceae. Native to Australia and New Zealand, the genus includes at least 24 species including herbs, shrubs, trees and climbers. Species include:

Logan v. United States

Logar Valley, Slovenia

Logarithm of the base 10

Logar (Pashto/Dari: لوگر‎) is one of the 34 provinces of Afghanistan, located in the eastern section of the country. It is divided into seven districts and contains hundreds of villages. Puli Alam is the capital of the province. As of 2013, Logar has a population of about 373,100. It is a multi-ethnic tribal society, with about 60% belonging to the Pashtun group and the rest being Tajiks and Hazaras. The Logar River enters the province through the west and leaves to the north.

Logan family/version 2

Logarithm of the base e

Logarithmic Schrodinger equation

Logansport Formation

Logania regina

In mathematics, the logarithmic integral function or integral logarithm li(x) is a special function. It is relevant in problems of physics and has number theoretic significance. In particular, according to the Siegel-Walfisz theorem it is a very good approximation to the prime-counting function, which is defined as the number of prime numbers less than a given value .

Logansport Pharos-Tribune

Logan vander-velden

Logansport Memorial Hospital is an 83-bed, HFAP-accredited, regional medical center providing healthcare services to residents in Logansport, Cass County, and the surrounding north central Indiana area.

Loganair Ltd.

Logarithmic Kähler differential

Logan howlett

Logarska dolina

Loganair 670A

Loganaceae

The Logans Ferry Mine Tunnel consists of a pair of abandoned coal tunnels under the Allegheny River between Plum and Springdale, Pennsylvania in the United States.

Logarhythm

In enzymology, a loganate O-methyltransferase (EC 2.1.1.50) is an enzyme that catalyzes the chemical reaction S-adenosyl-L-methionine + loganic acid S-adenosyl-L-homocysteine + loganin Thus, the two substrates of this enzyme are S-adenosyl methionine and loganic acid (also called loganate), whereas its two products are S-adenosylhomocysteine and loganin.

Loganlea railway station, Brisbane

Logarithmic amplifier

Logarithmic identity

Logarithmic wind profile

Logan and Albert Advocate

Logania (fish)

Logang massacre

Logan the orator

Logarithmand

Loganton

Loganair Limited

In probability and statistics, the logarithmic distribution (also known as the logarithmic series distribution or the log-series distribution) is a discrete probability distribution derived from the Maclaurin series expansion From this we obtain the identity This leads directly to the probability mass function of a Log(p)-distributed random variable: for k ≥ 1, and where 0 < p < 1. Because of the identity above, the distribution is properly normalized. The cumulative distribution function is where B is the incomplete beta function. A Poisson compounded with Log(p)-distributed random variables has a negative binomial distribution. In other words, if N is a random variable with a Poisson distribution, and Xi, i = 1, 2, 3, ... is an infinite sequence of independent identically distributed random variables each having a Log(p) distribution, then has a negative binomial distribution. In this way, the negative binomial distribution is seen to be a compound Poisson distribution. R. A. Fisher described the logarithmic distribution in a paper that used it to model relative species abundance.

Logarithmic graph paper

In probability and statistics, the logarithmic distribution (also known as the logarithmic series distribution or the log-series distribution) is a discrete probability distribution derived from the Maclaurin series expansion From this we obtain the identity This leads directly to the probability mass function of a Log(p)-distributed random variable: for k ≥ 1, and where 0 < p < 1. Because of the identity above, the distribution is properly normalized. The cumulative distribution function is where B is the incomplete beta function.

Loganadan

Logarithm of a number

Logan metropolitan area (disambiguation)

Logarithmic density

Logano

Logarithm tables

Logan Witness

Logarithmic arithmetics

In contexts including complex manifolds and algebraic geometry, a logarithmic differential form is a meromorphic differential form with poles of a certain kind. The concept was introduced by Deligne. Let X be a complex manifold, D ⊂ X a divisor, and ω a holomorphic p-form on X−D. If ω and dω have a pole of order at most one along D, then ω is said to have a logarithmic pole along D. ω is also known as a logarithmic p-form. The logarithmic p-forms make up a subsheaf of the meromorphic p-forms on X with a pole along D, denoted

Logansville

Logarithmic measure

Logan Young

Logarithmic resistor ladder

Logarithmic secant

Loganlea Reservoir

Logan plot

Logarithmic derivative