Fermanagh and Tyrone (constituency)

hēichá

Fermat-Weber point

Église de Ferme-Neuve.JPG

Fermanagh and Tyrone by-election, 1934

Tim Friese-Greene, John Lee

mianfei

Fermats little theorem:Proofs

Fermat's Little Theorem Converse

Fermat spiral

Fermat primes

Combat Airfield

FermatsLittleTheoremConverse

Fermat-Euler theorem

Fermanagh and Tyrone (disambiguation)

Fermented soybean paste

Fermat–Catalan conjecture

The famous problem in number theory known as "Fermat's Last Theorem" has repeatedly received attention in fiction and popular culture.In the Doctor Who episode "The Eleventh Hour", the Doctor transmits a proof of Fermat's Last Theorem by typing it in just a few seconds on Jeff's laptop to prove his genius to a collection of world leaders discussing the latest threat to the human race. This implies that the Doctor knew a proof which was quite short and easy for others to comprehend. The Doctor incorrectly says that Fermat was 'killed in a duel', the writers may have confused him with Evariste Galois.In The IT Crowd, Series 3 Episode 6 "Calendar Geeks", Fermat's Last Theorem is referenced during a photo shoot for a calendar about geeks and achievements in science and mathematics.In "The Royale", an episode (first aired 27 March 1989) of Star Trek: The Next Generation begins with Picard attempting to solve the puzzle in his ready room; he remarks to Riker that the theorem had remained unproven for 800 years. The Captain ends the episode with the line, "Like Fermat's theorem, it is a puzzle we may never solve." Wiles' proof was released five years after the episode aired. The theorem was again mentioned in a subsequent Star Trek: Deep Space Nine episode called "Facets" in June of 1995, in which Jadzia Dax comments that one of her previous hosts, Tobin Dax, had "the most original approach to the proof since Wiles over 300 years ago."A sum, proved impossible by the theorem, appears in an episode of The Simpsons, "Treehouse of Horror VI". In the three-dimensional world in "Homer3", the equation 1782 12 + 1841 12 = 1922 12 {\displaystyle 1782^{12}+1841^{12}=1922^{12}} is visible, just as the dimension begins to collapse. The joke is that the twelfth root of the sum does evaluate to 1922 due to rounding errors when entered into most handheld calculators; notice that the left hand side is odd, while 1922 12 {\displaystyle 1922^{12}} is even, so the equality cannot hold. Instead of 1922, it is approximately 1921.99999996. A second 'counterexample' appeared in a later episode, "The Wizard of Evergreen Terrace": 3987 12 + 4365 12 = 4472 12 {\displaystyle 3987^{12}+4365^{12}=4472^{12}} . These agree to 10 of 44 decimal digits, but notice that simple divisibility rules show 3987 and 4365 are multiples of 3 so that a sum of their powers is also. The same rule reveals that 4472 is not divisible by 3, so that this "equation" cannot hold either.In Tom Stoppard's play Arcadia, Septimus Hodge poses the problem of proving Fermat's Last Theorem to the precocious Thomasina Coverly (who is perhaps a mathematical prodigy), in an attempt to keep her busy. Thomasina's (perhaps perceptive) response is simple—that Fermat had no proof, and it was a joke to drive posterity mad.Arthur Porges' short story "The Devil and Simon Flagg" features a mathematician who bargains with the Devil that the latter cannot produce a proof of Fermat's Last Theorem within twenty-four hours. The devil is not successful and is last seen beginning a collaboration with the hero. The story was first published in 1954 in The Magazine of Fantasy and Science Fiction.Fermat's equation also appeared in the movie Bedazzled with Elizabeth Hurley and Brendan Fraser. Hurley played the devil who, in one of her many forms, appeared as a school teacher. In one particular scene, the blackboard behind her reads: "Tonight's homework: Prove a n + b n = c n {\displaystyle a^{n}+b^{n}=c^{n}} , solve for n>2".In Elizabeth Kay's book Jinx on the Divide, the main character intrigues a mythological griffin with the theorem; the griffin proves it in less than a week.In the online game the Lost Experience, which is directly related to the television series Lost, the theorem is said to have been originally proved by a scientist by the name of Enzo Vallenzetti sometime in the late 1960s, but that due to his eccentric nature, after having the proof verified by his colleagues, Vallenzetti is said to have burned his work so that, according to his assistant, "others could have as much fun solving it as he did".In chapter 7 of the visual novel Steins;Gate, Feiris asks Okabe if he is tense and he responds by saying he was calculating Fermat's Last Theorem in his head.In the book The Oxford Murders by Guillermo Martinez, Wiles's announcement in Cambridge of his proof of Fermat's Last Theorem forms a peripheral part of the action.Its 2007 film version shows "Professor Henry Wilkins"' (Martin Nigel Davey) proof of "Bormat"'s Last Theorem at Cambridge.In the anime series Earth Girl Arjuna directed and written by Shoji Kawamori, Mr. Sakurai, Juna's Math teacher in her school, passionately describes the breath-taking vastness and the empowering use of the equation and briefly explains the theory's history. Juna does not understand nor comprehend his explanation but feels that she heard his "true" voice.In the manga and anime series Zatch Bell!, Ponygon's question given to him by Unko Tin Tin is to prove Fermat's theorem, which Kiyo Takamine realizes is absurd. He asks Unko Tin Tin to prove it himself, which he cannot do.Arthur C. Clarke has used the theorem repeatedly:In the book The Light of Other Days, by Clarke and Stephen Baxter, technology was developed which allowed the general public to look back into time. A 12-year-old was able to read Fermat's actual proof and copy it to the present.In one of the Rama series books, the theorem is supposed to have been proved very simply and elegantly (probably the way Fermat himself had done it) by a young girl.Clarke, together with Frederik Pohl, later went on to write an entire novel, The Last Theorem, that tells of the rise to fame and world prominence of a young Sri Lankan mathematician who devises an elegant proof of the theorem.The rock metal band KINETO song "Theorem" describes Fermat's Last Theorem.In Jasper Fforde's book First Among Sequels, 9 year-old Tuesday Next, seeing the equation on the sixth-form's math classroom's chalkboard, and thinking it homework, finds a simple counterexample.In Stieg Larsson's 2006 book Flickan som lekte med elden (The Girl Who Played With Fire), the main character Lisbeth Salander is mesmerized by the Theorem. She spends a great deal of time trying to prove it herself, stubbornly avoiding the presented proof, eventually seeing through the riddle at a pivotal point in the action. Salander's final solution is different from that of Wiles, and the reader never discovers it. Salander claims that the solution was something implied by Fermat's declaration that the margin of the book that the Theorem was printed in was too small for the proof to be shown. The new solution that Salander discovered was later forgotten by her after she is shot in the head. This causes concern about her photographic memory as she has never before forgotten anything. However, she no longer craves an answer to the riddle.In Poul Anderson's book The Boat of a Million Years, the main character Hanno writes the statement of Fermat's Last Theorem on the graffiti covered wall of a restroom in a hospital, and below the statement he writes that he has a marvelous proof of this theorem, but there's not enough space on the wall to include it.In Robert Forward's 1984/1985 science fiction novel Rocheworld, Fermat's Last Theorem is unproved far enough into the future for interstellar explorers to describe it to one of the mathematically inclined natives of another star system. The native fairly quickly finds a proof.In The Melancholy of Haruhi Suzumiya, Kyon wonders if Itsuki Koizumi would be able to explain Fermat's Last Theorem.Fermat's Last Tango is a stage musical by Joanne Sydney Lessner and Joshua Rosenblum. Protagonist "Daniel Keane" is a fictionalized Andrew Wiles. The characters include Fermat, Pythagoras, Euclid, Newton, and Gauss, the singing, dancing mathematicians of "the aftermath". A DVD of the New York Theater Company production is available from the Clay Mathematics Institute.Fermat's Theorem is the story of Fermat's Last Theorem, told in comic book form by Alexandre Kha.In most of Don Lawrence's Storm, the (immortal) living planet Pandarve, in search for intellectual entertainment, is trying to come up with a proof for Fermat's Last Theorem. This keeps her mind so busy that she has little time for anything else, such as keeping an eye on the people who live on her surface, to whom she is a goddess. In need of her help to avoid a planetary catastrophe, Storm mentions Wiles' proof; when asked why he never spoke of it before, he says that he did not want to wake a sleeping goddess. To appease her wrath, however, he then tells Pandarve about Goldbach's conjecture.The theorem plays a key role in the 1948 mystery novel Murder by Mathematics by Hector Hawton.

Agricultural area

Fermented Baltic herring

Fermat's theorem (critical points)

Fermat theorem on sums of two squares

The Fermanagh and Tyrone by-election of 1934 was held on 27 June 1934. The by-election was held due to the death of the incumbent Nationalist (NI) MP, Joseph Devlin. It was won by the Nationalist (NI) candidate Joseph Francis Stewart.

Fermented tofu also called fermented bean curd, lufu, rufu, sufu, tofu cheese, soy cheese or preserved tofu is a form of processed, preserved tofu used in East Asian cuisine as a condiment made from soybeans. The ingredients typically are soybeans, salt, rice wine and sesame oil or vinegar. In mainland China the product is often freshly distributed.

Fermatta Music Academy

Golden Melon Pu-erh

Michael McCartan

In mathematics, a Fermat quintic threefold is a special quintic threefold, in other words a degree 5 dimension 3 hypersurface in 4-dimensional projective space, given by V 5 + W 5 + X 5 + Y 5 + Z 5 = 0. {\displaystyle V^{5}+W^{5}+X^{5}+Y^{5}+Z^{5}=0.\,} It is a Calabi–Yau manifold.The Hodge diamond of a non-singular quintic 3-fold is

Location in central Quebec.

Fermentation lock

Fermat

Fermat's two-square theorem

Fermat-Catalan conjecture

Guinea

Fermented sausages

Fermeuse (46°58′42″N 52°57′18″W NST) is a town in the Canadian province of Newfoundland and Labrador. The town had a population of 284 in the Canada 2006 Census.Fermeuse is the hometown of former NHL player Ryane Clowe who played with the New Jersey Devils , New York Rangers and San Jose Sharks.

Fermenting

Fermentation (foods)

Fermeuse Formation

Fermat's Theorem (stationary points)

Fermat International

Robert H. Lewis

酒曲

Fermanagh and Tyrone

Fermat's Last Theorem (book)

Fermat great theorem

Fermi-Dirac Statistic

Ferment is a Canadian religious current affairs television miniseries which aired on CBC Television in 1965.

Ferme des Greves Aerodrome

Ferment

Thomas Corrigan
Dominick McCrossan

tāu-kiâm / tāu-tāⁿ

Alternative Chinese name

Alexander Donnelly

Sinn Féin

Fermats Last Theorem

Typical glass bottle of Fermented Chili Bean Curd

Fermi-Dirac Statistics

Fourth Estate Ltd

Fermat's Theorem

Fermesadou

Patrick Cunningham

tou4-fu0-ju3

James Pringle

Fermentation(food)

Fermat's last theorem in fiction

Fermat simple theorem

Fermat's primality test

hek-tê

Joseph Francis Stewart

Fermat test

Ferments

Ynyr Burges

English

fuh yúh

Fermented tea

Fermented dairy comestible

Rowley Elliott

Fermi-Dirac statistics

Fermat (crater)

Print

Fermentelos is a civil parish in the municipality of Águeda in the district of Aveiro, Portugal. The population in 2011 was 3,258, in an area of 8.58 km2. A minor village within an independent parish, the area was elevated to the status of vila (English: town) on 5 May 1928.

Fermat witness

Fermentas was a biotechnology company specializing in the discovery and production of molecular biology products for life science research and diagnostics. Since 2010, Fermentas has been part of Thermo Fisher Scientific.

Fermessadou-Pombo

Fermat–Apollonius circle

Fermi

Lunar Orbiter 4 image

HRW Fermented Chili Bean Curd.JPG

Fermentative hydrogen production is the fermentative conversion of organic substrate to biohydrogen manifested by a diverse group of bacteria using multi enzyme systems involving three steps similar to anaerobic conversion. Dark fermentation reactions do not require light energy, so they are capable of constantly producing hydrogen from organic compounds throughout the day and night. Using synthetic biology, the bacteria are usually genetically altered.Photofermentation differs from dark fermentation because it only proceeds in the presence of light. Electrohydrogenesis is used in microbial fuel cells.

Edward Archdale

Fermented soy paste

Golden melon.jpg

France

Fermat Polygonal Number Theorem

fu6 jyu5

Fermi's question

Fermat points

Fermat–Weber problem

Ferme-Neuve (French for "New Farm") is a municipality in the Laurentides region of Quebec, Canada, part of the Antoine-Labelle Regional County Municipality. It is the largest incorporated municipality of the Laurentides region.The village is located on the shores of the Du Lièvre River and Journalists Lake, and along Quebec Route 309, about 20 kilometres (12 mi) north of Mont-Laurier.

Fermi's pseudopotential

N/A

Fermat's Enigma

Fermentation is a metabolic process that converts sugar to acids, gases, or alcohol. It occurs in yeast and bacteria, and also in oxygen-starved muscle cells, as in the case of lactic acid fermentation. Fermentation is also used more broadly to refer to the bulk growth of microorganisms on a growth medium, often with the goal of producing a specific chemical product. French microbiologist Louis Pasteur is often remembered for his insights into fermentation and its microbial causes.

Fermentelos

Fermeuse

The process of fermentation in winemaking turns grape juice into an alcoholic beverage. During fermentation, yeasts transform sugars present in the juice into ethanol and carbon dioxide (as a by-product). In winemaking, the temperature and speed of fermentation are important considerations as well as the levels of oxygen present in the must at the start of the fermentation.

Charles Falls

Ferme du têtard borne

In geometry, the Fermat cubic, named after Pierre de Fermat, is a surface defined by x 3 + y 3 + z 3 = 1. {\displaystyle x^{3}+y^{3}+z^{3}=1.\ } Methods of algebraic geometry provide the following parameterization of Fermat's cubic: x ( s , t ) = 3 t − 1 3 ( s 2 + s t + t 2 ) 2 t ( s 2 + s t + t 2 ) − 3 {\displaystyle x(s,t)={3t-{1 \over 3}(s^{2}+st+t^{2})^{2} \over t(s^{2}+st+t^{2})-3}} y ( s , t ) = 3 s + 3 t + 1 3 ( s 2 + s t + t 2 ) 2 t ( s 2 + s t + t 2 ) − 3 {\displaystyle y(s,t)={3s+3t+{1 \over 3}(s^{2}+st+t^{2})^{2} \over t(s^{2}+st+t^{2})-3}} z ( s , t ) = − 3 − ( s 2 + s t + t 2 ) ( s + t ) t ( s 2 + s t + t 2 ) − 3 . {\displaystyle z(s,t)={-3-(s^{2}+st+t^{2})(s+t) \over t(s^{2}+st+t^{2})-3}.} In projective space the Fermat cubic is given by w 3 + x 3 + y 3 + z 3 = 0. {\displaystyle w^{3}+x^{3}+y^{3}+z^{3}=0.} The 27 lines lying on the Fermat cubic are easy to describe explicitly: they are the 9 lines of the form (w : aw : y : by) where a and b are fixed numbers with cube −1, and their 18 conjugates under permutations of coordinates.Real points of Fermat cubic surface.

Fermat's last theorem

Fermented Reptile

The "ferme castrale" of Hermalle-sous-Huy, located near the Meuse between Huy and liège (Belgium), is the old farm of the castle of Hermalle and dates from 1642. Since the 1990s it has become a center of culture and tourism based on food and drink history.

Fermessadou

Nationalist Party

Fermanagh and Tyrone are two of the six counties comprising Northern Ireland.County Fermanagh and County Tyrone were represented in the Northern Ireland House of Commons 1921-1973. This article deals with the Fermanagh and Tyrone County constituencies. See also the List of Northern Ireland Parliament constituencies 1921-1973.

Fermat pseudoprime

Fermat's Ultimate Theorem

Ferme-Neuve

Fermented beverage

Fermented black beans

Fermented dairy products

Fermented milk product

Adjacent Municipal Subdivisions

Ferment (food)

Imperial

Ferme ornée

Sub-prefecture and town

Cahir Healy

Ferme des Greves Aerodrome was a temporary World War I airfield in France. It was located 4.3 miles (6.9 km) ESE of Château-Thierry, in the Aisne department in Picardy in north-eastern France.

In mathematics, a Fermat quintic threefold is a special quintic threefold, in other words a degree 5 dimension 3 hypersurface in 4-dimensional projective space, given by V 5 + W 5 + X 5 + Y 5 + Z 5 = 0.

Fermi's theory

Fermat quintic 3-fold

Fermat's little theorem

Fermat varieties

Fermat prime

Fermented bean curd

Fermanagh and Tyrone was a county constituency of the Parliament of Northern Ireland from 1921 - 1929. It returned eight MPs, using the single transferable vote method of proportional representation.

The famous problem in number theory known as "Fermat's Last Theorem" has repeatedly received attention in fiction and popular culture.In the Doctor Who episode "The Eleventh Hour", the Doctor transmits a proof of Fermat's Last Theorem by typing it in just a few seconds on Jeff's laptop to prove his genius to a collection of world leaders discussing the latest threat to the human race. This implies that the Doctor knew a proof which was quite short and easy for others to comprehend.

Ferme de la Rançonnière

Fermenter

Ferments (wine)

Fermi's Paradox

Fermat factorization

Fermentable Oligo-, Di-, Monosaccharides And Polyols

Fermi's theory of beta decay

bean curd cream

Fermat's theorem on sums of two squares

Fermats little theorem

Fermat's equation

Fermentation Cordyceps Powder

Canada Central Quebec

Fermented bean paste is a category of fermented foods typically made from ground soybeans, which are indigenous to the cuisines of East and Southeast Asia. In some cases, such as in the production of miso, other varieties of beans such as broad beans, may also be used.The pastes are usually salty and savory, but may also be spicy, and are used as a condiment to flavor foods such as stir-fries, stews, and soups. The colours of such pastes range from light tan to reddish brown and dark brown. The differences in colour are due to different production methods, such as the conditions of fermentation, the addition of wheat flour, pulverized mantou, rice, or sugar and the presence of different microflora, such as bacteria or molds used in their production, as well as whether the soybeans are roasted (as in chunjang) or aged (as in tauchu) before being ground.Fermented bean pastes are sometimes the starting material used in producing soy sauces, such as tamari, or an additional product created from the same fermented mass.Due to the protein content of the beans, the fermentation process releases a large amount of free amino acids, which when combined with the large amounts of salt used in its production, produces a highly umami product. This is particularly true with miso, which can be used as the primary ingredient in certain dishes, such as miso soup.

Fermented food

Fermi-Dirac statistic

Fermanagh and Tyrone (Dáil Éireann constituency)

Softcover edition

Fermat cubic surface

Fermat's polygonal number theorem

Ferme générale

above

Fermat's Last Theorem is a popular science book (1997) by Simon Singh. It tells the story of the search for a proof of Fermat's last theorem, first conjectured by Pierre de Fermat in 1637, and explores how many mathematicians such as Évariste Galois had tried and failed to provide a proof for the theorem. Despite the efforts of many mathematicians, the proof would remain incomplete until as late as 1995, with the publication of Andrew Wiles' proof of the Theorem. The book is the first mathematics book to become a Number One seller in the United Kingdom, whilst Singh's documentary The Proof, on which the book was based, won a BAFTA in 1997.In the United States, the book was released as Fermat's Enigma: The Epic Quest to Solve the World's Greatest Mathematical Problem. The book was released in the United States in October 1998 to coincide with the US release of Singh's documentary The Proof about Wiles's proof of Fermat's Last Theorem.

fu nen

Fermat's conjecture

Fermi-Dirac (disambiguation)

Arthur Griffith

A fermentation starter (called simply starter within the corresponding context, sometimes called a mother) is a preparation to assist the beginning of the fermentation process in preparation of various foods and fermented drinks. A starter culture is a microbiological culture which actually performs fermentation. These starters usually consist of a cultivation medium, such as grains, seeds, or nutrient liquids that have been well colonized by the microorganisms used for the fermentation.In descriptions of national cuisines, fermentation starters may be referred to by their national names:Qū (simplified: 曲; traditional: 麴, also romanized as chu) (China)Jiuqu (simplified Chinese: 酒曲; traditional Chinese: 酒麴; pinyin: jiǔ qū): the starter used for making Chinese alcoholic beveragesLaomian (pinyin: laomian; literally: "old dough" pinyin: mianfei; literally: "dough fat"): Chinese sourdough starter commonly used in Northern Chinese cuisine, the sourness of the starter is commonly quenched with sodium carbonate prior to use.Nuruk or Nulook (누룩), meju or Mae-joo or Mae-zu (메주) (Korea)Koji (麹) (Japan)Ragi (Indonesia and Malaysia)Bakhar, ranu, marchaar (murcha), Virjan (India)Bubod (Philippines)Luk paeng (Thai: ลูกแป้ง) (Thailand)Levain (France)Bread zakvaska (закваска, sourdough) (Russia, Ukraine)Opara (опара), (Russia), a starter based on yeastThese starters are formed using a specific cultivation medium and a specific mix of fungal and bacterial strains.Typical microorganisms used in starters include various bacteria and fungi (yeasts and molds): Rhizopus, Aspergillus, Mucor, Amylomyces, Endomycopsis, Saccharomyces, Hansenula anomala, Lactobacillus, Acetobacter, etc. Various national cultures have various active ingredients in starters, and often involve mixed microflora.Industrial starters include various enzymes, in addition to microflora.

In additive number theory, Pierre de Fermat's theorem on sums of two squares states that an odd prime p is expressible as p = x 2 + y 2 , {\displaystyle p=x^{2}+y^{2},\,} with x and y integers, if and only if p ≡ 1 ( mod 4 ) . {\displaystyle p\equiv 1{\pmod {4}}.} The prime numbers for which this is true are called Pythagorean primes. For example, the primes 5, 13, 17, 29, 37 and 41 are all congruent to 1 modulo 4, and they can be expressed as sums of two squares in the following ways: 5 = 1 2 + 2 2 , 13 = 2 2 + 3 2 , 17 = 1 2 + 4 2 , 29 = 2 2 + 5 2 , 37 = 1 2 + 6 2 , 41 = 4 2 + 5 2 . {\displaystyle 5=1^{2}+2^{2},\quad 13=2^{2}+3^{2},\quad 17=1^{2}+4^{2},\quad 29=2^{2}+5^{2},\quad 37=1^{2}+6^{2},\quad 41=4^{2}+5^{2}.} On the other hand, the primes 3, 7, 11, 19, 23 and 31 are all congruent to 3 modulo 4, and none of them can be expressed as the sum of two squares. This is the easier part of the theorem, and follows immediately from the observation that all squares are congruent to 0 or 1 modulo 4.Albert Girard was the first to make the observation, describing all positive integral numbers (not necessarily primes) expressible as the sum of two squares of positive integers; this was published posthumously in 1634. Fermat was the first to claim a proof of it; he announced this theorem in a letter to Marin Mersenne dated December 25, 1640: for this reason this theorem is sometimes called Fermat's Christmas Theorem.Since the Brahmagupta–Fibonacci identity implies that the product of two integers each of which can be written as the sum of two squares is itself expressible as the sum of two squares, by applying Fermat's theorem to the prime factorization of any positive integer n, we see that if all the prime factors of n congruent to 3 modulo 4 occur to an even exponent, then n is expressible as a sum of two squares. The converse also holds. This equivalence provides the characterization Girard guessed.

Fermat Numbers

Joseph Devlin

Ethnicities

The Fermat primality test is a probabilistic test to determine whether a number is a probable prime.

tāu-jú/tāu-lú

Fermat's great theorem

James Cooper

In number theory, the Fermat quotient of an integer a with respect to an odd prime p is defined as: q p ( a ) = a p − 1 − 1 p . {\displaystyle q_{p}(a)={\frac {a^{p-1}-1}{p}}.} or δ p ( a ) = a − a p p {\displaystyle \delta _{p}(a)={\frac {a-a^{p}}{p}}} .This article is about the former. For the latter see p-derivation.If the base a is coprime to the exponent p then Fermat's little theorem says that qp(a) will be an integer. The quotient is named after Pierre de Fermat.

Fermat's principle of least time

Chrome

Fermat-Weber problem

Fermi-Dirac distribution function

Fermat theorem

Ferment (album)

紅腐乳/南乳

Fermat’s principle

Fermat Prise

Fermi-Dirac integral (disambiguation)

Federal riding
Highways

eliminated

In number theory, the Fermat pseudoprimes make up the most important class of pseudoprimes that come from Fermat's little theorem.

Fermat surface

Country

Fermented offal discharge

Fermented

Fermented pepper mash

Hugh Irwin

Fermented tofu also called fermented bean curd, lufu, rufu, sufu, tofu cheese, soy cheese or preserved tofu is a form of processed, preserved tofu used in East Asian cuisine as a condiment made from soybeans. The ingredients typically are soybeans, salt, rice wine and sesame oil or vinegar. In mainland China the product is often freshly distributed. In overseas Chinese communities and Southeast Asia commercially packaged versions are often sold in jars containing blocks 2- to 4-cm square by 1 to 2 cm thick soaked in brine with select flavorings.
fu3-ju3

Fermat liar

Vincent Tovell

Fermat is a lunar impact crater located to the west of the Rupes Altai escarpment. To the west-southwest is the larger crater Sacrobosco, and to the southwest is the irregular Pons. It is 39 kilometers in diameter and two kilometers deep.The rim of Fermat is worn and somewhat irregular, but still possesses an outer rampart. The north rim is indented by a double crater formation that includes Fermat A. The floor is relatively flat and does not have a central rise.

Fermentation

Independent Nationalist

Fermi's Golden Rule

Fermented beverages

Fermentation theory

Fermat Pseudoprime

The Roman Catholic church in Ferme-Neuve.
Gilbert Pilote

Fermat's spiral (also known as a parabolic spiral) follows the equation r = ± θ 1 / 2 {\displaystyle r=\pm \theta ^{1/2}\,} in polar coordinates (the more general Fermat's spiral follows r 2 = a 2θ.) It is a type of Archimedean spiral.In disc phyllotaxis, as in the sunflower and daisy, the mesh of spirals occurs in Fibonacci numbers because divergence (angle of succession in a single spiral arrangement) approaches the golden ratio. The shape of the spirals depends on the growth of the elements generated sequentially. In mature-disc phyllotaxis, when all the elements are the same size, the shape of the spirals is that of Fermat spirals—ideally. That is because Fermat's spiral traverses equal annuli in equal turns. The full model proposed by H Vogel in 1979 is r = c n , {\displaystyle r=c{\sqrt {n}},} θ = n × 137.508 ∘ , {\displaystyle \theta =n\times 137.508^{\circ },} where θ is the angle, r is the radius or distance from the center, and n is the index number of the floret and c is a constant scaling factor. The angle 137.508° is the golden angle which is approximated by ratios of Fibonacci numbers. Fermat's spiral has also been found to be an efficient layout for the mirrors of concentrated solar power plants.

Settled

Seán Milroy

Fermat's Right Triangle Theorem

Fermat little theorem

Vincere Aut Mori
Seal of Fermatta Music Academy

Seán O'Μahony

Fermats little theorom

Fermat's problem

Fermentation (tea)

Fermat's Last Theorem

Fermerswalde

Fermeuse, Newfoundland and Labrador

Fermentable sugars (wine)

Fermentation-produced chymosin

Mayor

Fermat computer algebra system

Fermat's Spiral

Marc N. Casper

CA-NL

Fermentation (beer)

Ferme lab

The fermentation lock or airlock is a device used in beer brewing and wine making that allows carbon dioxide released during fermentation to escape the fermenter, while not allowing air to enter the fermenter, thus avoiding oxidation.There are two main designs for the fermentation lock, or airlock. These designs work when half filled with water. When the pressure of the gas inside the fermentation vessel exceeds the prevailing atmospheric pressure the gas will push its way through the water as individual bubbles into the outside air. A sanitizing solution or vodka is sometimes placed in the fermentation lock to prevent contamination of the beer in case the water is inadvertently drawn into the fermenter.This device may take the form of a tube connected to the headspace of the fermenting vessel into a tub of sanitized liquid or a simpler device mounted directly on top of the fermentation vessel.Currently, a popular fermentation lock that mounts on top of the fermentation vessel is the three-piece fermentation lock. Other models contain three bulbous chambers allowing for a broader range of pressure equalization. These bulbous fermentation locks were generally made of hand blown glass and are nowadays often made of clear plastic.The use of perforated rubber balloons offers an easy and inexpensive alternative to conventional airlocks: as used primarily in homebrewing, the balloon is stretched over the orifice of the fermentation vessel and, if necessary, tightened with rubber bands. The balloon is then perforated with a needle. These punctures, while not completely airtight, sufficiently protect the vessel's contents from contamination and allow the gases produced by fermentation to evacuate from the vessel as the pressure rises and the balloon inflates.

Fermentum

Fermat s Last Theorem

面肥

Fermat quintic

Fermat numbers

Fermat's method

Fermat-Weber problem (disambiguation)

后发酵茶

Fermat's right triangle theorem is a non-existence proof in number theory, the only complete proof left by Pierre de Fermat.

Fermentum is a practice of the Early Christian Church whereby bishops affirmed their communion with one another.The custom of the fermentum was first practiced as early as 120 AD. A particle of the Eucharistic bread was carried by a minister of the Church from the bishop of one diocese to the bishop of another diocese. The receiving bishop would then consume the species at his next celebration of the Eucharist as a sign of the communion between the churches.

Fermi's paradox

Fermentation crock

Noreen Cooper

inline,title

In number theory, the Fermat quotient of an integer a with respect to an odd prime p is defined as: q p ( a ) = a p − 1 − 1 p .

Fermentor

In geometry, the Fermat cubic, named after Pierre de Fermat, is a surface defined by x 3 + y 3 + z 3 = 1.

Fermats principle

Fermat's Enigma: The Epic Quest to Solve the World's Greatest Mathematical Problem

Fermanagh and Tyrone by-election, 1931

Fermesadou-Pombo

The fermentation theory was studied in depth and brought to light first by Louis Pasteur. This theory states that it is the idea or concept of how fermentation is brought on by microbes and put to the concept of spontaneous generation to rest.

Fermi-Dirac integral

old dough

Fermat factorisation

Fermat's theorem (stationary points)

Fermanagh and Tyrone was a Parliamentary Constituency in Northern Ireland which was represented in the House of Commons of the Parliament of the United Kingdom. It elected two Members of Parliament (MPs) using the bloc vote system.

Fermat Prime

Fermenty

Fermi-Dirac

Painful Thing

Fermentation (biochemistry)

Ferme Générale

John McHugh

Fermat's Little Theorem

fǔrǔ

Fermented tea (also known as post-fermented tea or dark tea) is a class of tea that has undergone microbial fermentation, from several months to many years. The exposure of the tea leaves to humidity and oxygen during the process also causes endo-oxidation (derived from the tea-leaf enzymes themselves) and exo-oxidation (which is microbially catalysed). The tea leaves and the liquor made from them become darker with oxidation.

Thomas Harbison
Fermanagh and Tyrone (UK Parliament constituency)

Ferment is the first full-length album by the English alternative rock band Catherine Wheel, released in 1992 on Fontana Records. Four songs ("Shallow," "I Want to Touch You," "She's My Friend," and "Salt") had previously appeared on independently released 12" EPs, and were re-recorded for inclusion on the album. The lead single, "Black Metallic," reached the top ten (peaking at number nine) of the Billboard Modern Rock Tracks chart.

Ferme generale

Located near: Château-Thierry, France

The fermentation theory was studied in depth and brought to light first by Louis Pasteur. This theory states that it is the idea or concept of how fermentation is brought on by microbes and put to the concept of spontaneous generation to rest. Even though this theory is now outdated and has been replaced by the germ theory of disease, for a long time it held true, and Louis was on the forefront of explaining why it seemed organisms appeared out of nothing instead of claiming it was just a spontaneous act of God. Fermentation was a process that has been used for thousands of years, but no one could explain exactly what was happening and why. From Pasteur's discovery of why and how fermentation occurs, the process has been studied intensely and is now a mastered art used in everyday life with processes of making things such as alcoholic beverages, some foods like yogurt or even manufacturing some medications.

Fermented milk

Fermented drink

A fermentation crock, also known as a gärtopf crock or Harsch crock, is a crock for fermentation. It has a gutter in the rim which is then filled with water so that when the top is put on an airlock is created, which prevents the food within from spoiling due to the development of surface molds. Ceramic weights may also be used to keep the fermenting food inside submerged.

Fermat–Euler theorem

Ferment (wine)

County Fermanagh and County Tyrone

post-fermented tea

老面

Fermentas Life Sciences

Fermented wheat germ extract (FWGE), also called fermented wheat germ powder (FWGP), is a concentrated extract of wheat germ derived from the germ (endosperm, or seed) of the wheat plant. FWGE differs from ordinary wheat germ in that it is fermented with baker's yeast to concentrate biologically-active benzoquinones.FWGE is available commercially and is sold under the trade name Avemar. In the U.S., the product is classified as a dietary supplement and is marketed as Awge. Avemar is manufactured in Hungary by Biropharma Ltd., where it is approved as a dietary food for medical purposes for cancer patients. FWGE is often falsely advertised as a cure for cancer.

Fermat crater

Fermented herring

Roland Deane

Fermat-Apollonius circle

Ferme de la Ranconniere

Ferme ornee

Fermentable oligosaccharides, disaccharides, monosaccharides, and polyols

teu fu nen

Fermat's Last Theorem is a popular science book (1997) by Simon Singh. It tells the story of the search for a proof of Fermat's last theorem, first conjectured by Pierre de Fermat in 1637, and explores how many mathematicians such as Évariste Galois had tried and failed to provide a proof for the theorem. Despite the efforts of many mathematicians, the proof would remain incomplete until as late as 1995, with the publication of Andrew Wiles' proof of the Theorem.

unopposed

United States First Army Air Service

Fermat's simple theorem

Fermat curve

Fermat (computer algebra system)

Fermat's theorem

Fermentation Process

Fermanagh district council election, 2005

Election method

Ferment is the first full-length album by the English alternative rock band Catherine Wheel, released in 1992 on Fontana Records. Four songs ("Shallow," "I Want to Touch You," "She's My Friend," and "Salt") had previously appeared on independently released 12" EPs, and were re-recorded for inclusion on the album. The lead single, "Black Metallic," reached the top ten (peaking at number nine) of the Billboard Modern Rock Tracks chart. In March 2010, the album was re-released, containing bonus tracks and extensive sleeve notes. The songs included on the 1992 extended play 30th Century Man were also included on the 2010 bonus track edition of Ferment.In 2016, Pitchfork ranked the album at number 23 in their list of "The 50 Best Shoegaze Albums of All Time," with Ben Cardew of the website commenting that "a good half of the songs on Ferment, their debut, are enduring shoegaze-disco classics, while "Black Metallic", in its full seven-minute glory, makes a strong claim to being the genre's 'Stairway to Heaven'."

Fermi's coordinates

Fermat's Principle Of Least Time

Republican

Fermentation in winemaking

zy vu

Fermat last theorem

Fermentation of wine

Prov. riding

The Fermanagh and Tyrone by-election of 1931 was held on 7 March 1931. The by-election was held due to the death of the incumbent Nationalist (NI) MP, Thomas Harbison. It was won unopposed by the Nationalist (NI) candidate Cahir Healy.

Northern Ireland

Ferme castrale of Hermalle-sous-Huy

Fermat is a lunar impact crater located to the west of the Rupes Altai escarpment. To the west-southwest is the larger crater Sacrobosco, and to the southwest is the irregular Pons. It is 39 kilometers in diameter and two kilometers deep.The rim of Fermat is worn and somewhat irregular, but still possesses an outer rampart. The north rim is indented by a double crater formation that includes Fermat A. The floor is relatively flat and does not have a central rise. The crater is from the Pre-Imbrian period, 4.55 to 3.85 billion years ago.It is named for 17th century French mathematician Pierre de Fermat.

Fermessadou-Pombo is a town and sub-prefecture in the Kissidougou Prefecture in the Faranah Region of Guinea. As of 2014 it had a population of 19,489 people.

Fermat-Torricelli point

Fermentation (wine)

religious current affairs

Fermat's Principle

John Houston

Fermentarian

黑茶

Fermat–Weber point

Fermented bean paste is a category of fermented foods typically made from ground soybeans, which are indigenous to the cuisines of East and Southeast Asia. In some cases, such as in the production of miso, other varieties of beans such as broad beans, may also be used.The pastes are usually salty and savory, but may also be spicy, and are used as a condiment to flavor foods such as stir-fries, stews, and soups. The colours of such pastes range from light tan to reddish brown and dark brown.
Fermented bean paste

Fermat cubic

The Fermeuse Formation is a geologic formation in Newfoundland and Labrador. It preserves fossils dating back to the Ediacaran period.

Fermat's right triangle theorem is a non-existence proof in number theory, the only complete proof left by Pierre de Fermat. It has several equivalent formulations:If three square numbers form an arithmetic progression, then the gap between consecutive numbers in the progression (called a congruum) cannot itself be square.There do not exist two Pythagorean triangles in which the two legs of one triangle are the leg and hypotenuse of the other triangle.A right triangle for which all three side lengths are rational numbers cannot have an area that is the square of a rational number. An area defined in this way is called a congruent number, so no congruent number can be square.A right triangle and a square with equal areas cannot have all sides commensurate with each other.The only rational points on the elliptic curve y 2 = x ( x − 1 ) ( x + 1 ) {\displaystyle y^{2}=x(x-1)(x+1)} are the three trivial points (0,0), (1,0), and (−1,0).The Diophantine equation x 4 − y 4 = z 2 {\displaystyle x^{4}-y^{4}=z^{2}} has no integer solution.An immediate consequence of the last of these formulations is that Fermat's last theorem is true for the exponent n = 4 {\displaystyle n=4} .

Fermat's Great Theorem

County

Fermat quotient

Fermat's last theorem (book)

Fermat's lesser theorem

Fermat's spiral (also known as a parabolic spiral) follows the equation r = ± θ 1 / 2 {\displaystyle r=\pm \theta ^{1/2}\,} in polar coordinates (the more general Fermat's spiral follows r 2 = a 2θ.) It is a type of Archimedean spiral.In disc phyllotaxis, as in the sunflower and daisy, the mesh of spirals occurs in Fibonacci numbers because divergence (angle of succession in a single spiral arrangement) approaches the golden ratio.

Fermented dairy product

Fermat bug

Fermentation (biology)

The Fermatta Music Academy is a higher education music school located in Mexico City, Mexico with an additional campus in Guadalajara, Mexico. The academy was founded in 1993. Fermatta Music Academy is a founding member of the International Association of Music Colleges and Universities. It is the first institution of musical education at the professional level endorsed by the Ministry of Education in Mexico. Jack White is the honorary dean of Fermatta Music Academy.

Fermentations (wine)

dòufurǔ

Fermat's little theorem states that if p is a prime number, then for any integer a, the number a p − a is an integer multiple of p. In the notation of modular arithmetic, this is expressed as a p ≡ a ( mod p ) .

Fermat liars

Fermat theorem (stationary points)

Fermanted beverage

black tea

Fermi's constant

Fermanagh senior football team

Fermat-Wiles Theorem

Fermented tofu

Fermat–Torricelli point

Fermax

Ferment (TV series)

Fermat principle

Fermentative hydrogen production is the fermentative conversion of organic substrate to biohydrogen manifested by a diverse group of bacteria using multi enzyme systems involving three steps similar to anaerobic conversion. Dark fermentation reactions do not require light energy, so they are capable of constantly producing hydrogen from organic compounds throughout the day and night.

Fermat's final theorem

CA-QC

Fermat's little theorem states that if p is a prime number, then for any integer a, the number a p − a is an integer multiple of p. In the notation of modular arithmetic, this is expressed as a p ≡ a ( mod p ) . {\displaystyle a^{p}\equiv a{\pmod {p}}.} For example, if a = 2 and p = 7, 27 = 128, and 128 − 2 = 7 × 18 is an integer multiple of 7.If a is not divisible by p, Fermat's little theorem is equivalent to the statement that a p − 1 − 1 is an integer multiple of p, or in symbols a p − 1 ≡ 1 ( mod p ) . {\displaystyle a^{p-1}\equiv 1{\pmod {p}}.} For example, if a = 2 and p = 7 then 26 = 64 and 64 − 1 = 63 is thus a multiple of 7.Fermat's little theorem is the basis for the Fermat primality test and is one of the fundamental results of elementary number theory. The theorem is named after Pierre de Fermat, who stated it in 1640. It is called the "little theorem" to distinguish it from Fermat's last theorem.

Fermet's Last Theorem

Fermanagh and Tyrone South

Fermat’s last theorem

Fermented wheat germ extract (FWGE), also called fermented wheat germ powder (FWGP), is a concentrated extract of wheat germ derived from the germ (endosperm, or seed) of the wheat plant. FWGE differs from ordinary wheat germ in that it is fermented with baker's yeast to concentrate biologically-active benzoquinones.FWGE is available commercially and is sold under the trade name Avemar. In the U.S., the product is classified as a dietary supplement and is marketed as Awge.

J. P. Gillin

Fermented foods

hòu fā jiào chá

In mathematics, the Fermat curve is the algebraic curve in the complex projective plane defined in homogeneous coordinates (X:Y:Z) by the Fermat equation X n + Y n = Z n . {\displaystyle X^{n}+Y^{n}=Z^{n}.\ } Therefore, in terms of the affine plane its equation is x n + y n = 1. {\displaystyle x^{n}+y^{n}=1.\ } An integer solution to the Fermat equation would correspond to a nonzero rational number solution to the affine equation, and vice versa. But by Fermat's last theorem it is now known that (for n ≥ 3) there are no nontrivial integer solutions to the Fermat equation; therefore, the Fermat curve has no nontrivial rational points.The Fermat curve is non-singular and has genus ( n − 1 ) ( n − 2 ) / 2. {\displaystyle (n-1)(n-2)/2.\ } This means genus 0 for the case n = 2 (a conic) and genus 1 only for n = 3 (an elliptic curve). The Jacobian variety of the Fermat curve has been studied in depth. It is isogenous to a product of simple abelian varieties with complex multiplication.The Fermat curve also has gonality n − 1. {\displaystyle n-1.\ }

Fermat quintic threefold

Newfoundland

Fermat's Last Theorem in fiction

Fermanagh and Tyrone (Northern Ireland Parliament constituencies)

Ulster Unionist Party

Town

The process of fermentation in winemaking turns grape juice into an alcoholic beverage. During fermentation, yeasts transform sugars present in the juice into ethanol and carbon dioxide (as a by-product). In winemaking, the temperature and speed of fermentation are important considerations as well as the levels of oxygen present in the must at the start of the fermentation. The risk of stuck fermentation and the development of several wine faults can also occur during this stage, which can last anywhere from 5 to 14 days for primary fermentation and potentially another 5 to 10 days for a secondary fermentation. Fermentation may be done in stainless steel tanks, which is common with many white wines like Riesling, in an open wooden vat, inside a wine barrel and inside the wine bottle itself as in the production of many sparkling wines.

Fermats Principle

Fermi-Hart Paradox

dough fat
Fermentation starter

後發酵茶

Fermi-GLAST

In additive number theory, Pierre de Fermat's theorem on sums of two squares states that an odd prime p is expressible as p = x 2 + y 2 , {\displaystyle p=x^{2}+y^{2},\,} with x and y integers, if and only if p ≡ 1 ( mod 4 ) .

jiǔ qū

Fermenting wine

Location in Guinea

Fermentative hydrogen production

Fermat factorization method

Constituted

酒麴

Fermentas

FermatsLittleTheorem

A fermentation starter (called simply starter within the corresponding context, sometimes called a mother) is a preparation to assist the beginning of the fermentation process in preparation of various foods and fermented drinks. A starter culture is a microbiological culture which actually performs fermentation.

Fermat's Last theorem

laomian

Fermat conjecture

Ferme Angrignon

Fermentative

left

Fermented drinks

Fermat primality test

Fermat's Principle of Least Time

Anthony Mulvey

William Coote

Fermentin Rouge

Kenneth Bagnall

Fermented beancurd

Mid Ulster

Fermax is a company that designs, manufactures and commercializes audio and video door entry systems and access control systems. The head office is located in the city of Valencia, Spain, where the company was founded by Fernando Maestre in 1949.

Fermanagh and Tyrone (Dail Eireann constituency)

Fermat's Little Theorem Proofs

Fermi-Pasta-Ulam experiment

vertical

Fermat lesser theorem

Fermented soy products

The fermentation lock or airlock is a device used in beer brewing and wine making that allows carbon dioxide released during fermentation to escape the fermenter, while not allowing air to enter the fermenter, thus avoiding oxidation.There are two main designs for the fermentation lock, or airlock. These designs work when half filled with water.

Fermentation (food)

hóngfǔrǔ/nánrǔ

Ferme Generale

Fermented wort

Fermat's Little theorem

dau6 fu6 jyu5

Fermented sausage

Fermat-euler theorem

Fermentation wine

Fermi-Dirac statistical and distributive law

Fermented (wine)

T. Larkin

Fermat's Christmas Theorem

Ferme-Neuve Quebec location diagram.png

Proof of Fermat's Theorem

Fermentation (disambiguation)

In mathematics, the Fermat curve is the algebraic curve in the complex projective plane defined in homogeneous coordinates (X:Y:Z) by the Fermat equation X n + Y n = Z n .

Fermanagh and Tyrone (Northern Ireland Parliament constituency)

Fermented egg

dauh fuh yúh

Canada

Fermat's spiral

Fermenting (wine)

Fermat Primes

Location of Fermeuse in Newfoundland

Fermi-Dirac distribution

The world leader in serving science

Fermats Enigma

Fermat's right triangle theorem

Two

Location within Antoine-Labelle RCM.
Dwellings

Fermanagh and Tyrone shown within Northern Ireland
William Thomas Miller

Oblique photo of Ferme des Greves Aerodrome, taken by the 88th Aero Squadron

Ferme-Neuve, Quebec

Fermentation amyl alcohol

Fermi-Dirac Distribution

Fermented wheat germ extract

Fermentum is a practice of the Early Christian Church whereby bishops affirmed their communion with one another.The custom of the fermentum was first practiced as early as 120 AD. A particle of the Eucharistic bread was carried by a minister of the Church from the bishop of one diocese to the bishop of another diocese. The receiving bishop would then consume the species at his next celebration of the Eucharist as a sign of the communion between the churches. The term fermentum was probably a reference to the Eucharist as the leaven of the Christian life, and as the instrument by which Christians spread throughout the world were united in the one Body of Christ as a leaven to the world.In the 2nd century, popes sent the Eucharist to other bishops as a pledge of unity of faith, this being the origin of the expression to be in communion with each other, and such communion already considered essential to Christianity in the 2nd-century writings of St. Ignatius of Antioch and St. Irenaeus. On occasion, bishops also sent out fermenti to their priests.John. D. Zizioulas (the Metropolitan of Pergamon) in his doctoral thesis (University of Athens, 1964) takes the position that by the mid-3rd century the Bishops were exercising fermentum with the (local to the Metropolitan) parishes that did have a presiding Bishop in order to communicate/retain the unity of the Church under the Bishop. While this was due to the growth of the Christian church it is also due to extensive persecution of the Church, especially aimed at the Bishops. At papal masses around 700 AD Klausen states: "Saying the salutation 'Pax Domini sit semper vobiscum' – [the peace of the Lord be always with you] – the Pope immersed the particle which came from the previous day's mass in the chalice and at the same time broke off a piece of bread which he had consecrated, and which was to serve as a fermentum at the next service"

Fermat hypersurface