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SHORT FIVE-LEMMA

  • Five lemma
  • Lemma in category theory about commutative diagrams

    abelian category theory, the five lemma is an important and widely used lemma about commutative diagrams. The five lemma is valid for all abelian categories

    Five lemma

    Five_lemma

  • Short five lemma
  • Special case of the five lemma

    other applications of abelian category theory, the short five lemma is a special case of the five lemma. It states that for the following commutative diagram

    Short five lemma

    Short five lemma

    Short_five_lemma

  • Exact sequence
  • Sequence of homomorphisms such that each kernel equals the preceding image

    is an isomorphism; the short five lemma is a special case thereof applying to short exact sequences. The importance of short exact sequences is underlined

    Exact sequence

    Exact sequence

    Exact_sequence

  • List of lemmas
  • Abhyankar's lemma Fundamental lemma (Langlands program) Five lemma Horseshoe lemma Nine lemma Short five lemma Snake lemma Splitting lemma Yoneda lemma Matrix

    List of lemmas

    List_of_lemmas

  • Nine lemma
  • Category theory lemma about commutative diagrams

    In mathematics, the nine lemma (or 3×3 lemma) is a statement about commutative diagrams and exact sequences valid in the category of groups and any abelian

    Nine lemma

    Nine lemma

    Nine_lemma

  • Abelian category
  • Category with direct sums and certain types of kernels and cokernels

    short exact sequences, and derived functors. Important theorems that apply in all abelian categories include the five lemma (and the short five lemma

    Abelian category

    Abelian_category

  • Group extension
  • Group for which a given group is a normal subgroup

    the map T {\displaystyle T} is forced to be an isomorphism by the short five lemma. It may happen that the extensions 1 → K → G → H → 1 {\displaystyle

    Group extension

    Group extension

    Group_extension

  • Outline of category theory
  • Overview of and topical guide to category theory

    Abelian category Exact sequence Exact functor Snake lemma Nine lemma Five lemma Short five lemma Mitchell's embedding theorem Injective cogenerator Derived

    Outline of category theory

    Outline_of_category_theory

  • Pumping lemma for context-free languages
  • Type of pumping lemma

    formal language theory, the pumping lemma for context-free languages, also known as the Bar-Hillel lemma, is a lemma that gives a property shared by all

    Pumping lemma for context-free languages

    Pumping_lemma_for_context-free_languages

  • Handshaking lemma
  • Every graph has evenly many odd vertices

    In graph theory, the handshaking lemma is the statement that, in every finite undirected graph, the number of vertices that touch an odd number of edges

    Handshaking lemma

    Handshaking lemma

    Handshaking_lemma

  • Reverse mathematics
  • Branch of mathematical logic

    theory such as the classical theorem that the axiom of choice and Zorn's lemma are equivalent over ZF set theory. The goal of reverse mathematics, however

    Reverse mathematics

    Reverse_mathematics

  • Perfect group
  • Mathematical group with trivial abelianization

    the classification theorem. A basic fact about perfect groups is Grün's lemma (Grün 1935, Satz 4, p. 3), due to Otto Grün: the quotient of a perfect group

    Perfect group

    Perfect_group

  • Continent
  • Large geographical region identified by convention

    lemma continent (epeiros), 5 continents model; Lexico Triantaphyllide online dictionary, Greek Language Center (Kentro Hellenikes Glossas), lemma continent

    Continent

    Continent

    Continent

  • List of homological algebra topics
  • Homological algebra is the study of homological functors

    complex Differential module Five lemma Short five lemma Snake lemma Nine lemma Extension (algebra) Central extension Splitting lemma Projective module Injective

    List of homological algebra topics

    List_of_homological_algebra_topics

  • Vitali covering lemma
  • Combinatorial and geometric result used in measure theory of Euclidean spaces

    the Vitali covering lemma is a combinatorial and geometric result commonly used in measure theory of Euclidean spaces. This lemma is an intermediate step

    Vitali covering lemma

    Vitali_covering_lemma

  • Homological algebra
  • Branch of mathematics

    of vector spaces over a given field) or in the category of groups. The five lemma states that, if the rows are exact, m and p are isomorphisms, l is an

    Homological algebra

    Homological algebra

    Homological_algebra

  • List of algebraic topology topics
  • Algebraic topology uses abstract algebra to study topological spaces

    Chain complex Commutative diagram Exact sequence Five lemma Short five lemma Snake lemma Splitting lemma Extension problem Spectral sequence Abelian category

    List of algebraic topology topics

    List_of_algebraic_topology_topics

  • Lemma Guya
  • Ethiopian artist (1928–2020)

    Lemma Guya Gemeda (Oromo: Lammaa Guyyaa Gammadaa; 13 February 1928 – 26 October 2020) was an Ethiopian painter, airplane pilot, and author. He created

    Lemma Guya

    Lemma_Guya

  • Morris Iemma
  • Premier of New South Wales from 2005 to 2008

    it had enjoyed under Carr, despite Iemma's relatively low profile. His short-term position was improved by the sudden resignation of Liberal leader John

    Morris Iemma

    Morris Iemma

    Morris_Iemma

  • Book of Lemmas
  • Geometric treatise on circles attributed to Archimedes

    The Book of Lemmas or Book of Assumptions (Arabic Maʾkhūdhāt Mansūba ilā Arshimīdis) is a book attributed to Archimedes by Thābit ibn Qurra, though the

    Book of Lemmas

    Book of Lemmas

    Book_of_Lemmas

  • Timothy Gowers
  • British mathematician

    In 2003, Gowers established a regularity lemma for hypergraphs, analogous to the Szemerédi regularity lemma for graphs. In 2005, he introduced the notion

    Timothy Gowers

    Timothy Gowers

    Timothy_Gowers

  • Vaughan's identity
  • Identity in analytic number theory

    of Mathematics, EMS Press Heath-Brown, D. R. (1982), "Prime numbers in short intervals and a generalized Vaughan identity", Can. J. Math., 34 (6): 1365–1377

    Vaughan's identity

    Vaughan's_identity

  • List of mathematical proofs
  • Euler's formula Euler's four-square identity Euler's theorem Five color theorem Five lemma Fundamental theorem of arithmetic Gauss–Markov theorem (brief

    List of mathematical proofs

    List_of_mathematical_proofs

  • Letter frequency
  • How often each letter appears in written language

    used in the chart below, is to count letter frequency in lemmas of a dictionary. The lemma is the word in its canonical form. The second method is to

    Letter frequency

    Letter_frequency

  • Hollis Frampton
  • American filmmaker, photographer (1936–1984)

    structural films that defined the movement, including Lemon (1969), Zorns Lemma (1970), and Hapax Legomena (1971–1972), as well as his anthology book, Circles

    Hollis Frampton

    Hollis_Frampton

  • Fermat's theorem on sums of two squares
  • Condition under which an odd prime is a sum of two squares

    theorem Lagrange's four-square theorem Landau–Ramanujan constant Thue's lemma Friedlander–Iwaniec theorem D. A. Cox (1989). Primes of the Form x2 + ny2

    Fermat's theorem on sums of two squares

    Fermat's theorem on sums of two squares

    Fermat's_theorem_on_sums_of_two_squares

  • Commutative diagram
  • Collection of maps which give the same result

    chasing include those typically given for the five lemma, the snake lemma, the zig-zag lemma, and the nine lemma. In higher category theory, one considers

    Commutative diagram

    Commutative diagram

    Commutative_diagram

  • Abiy Ahmed
  • Prime Minister of Ethiopia since 2018

    Ethiopian constitution. Therefore, Lemma Megersa was excluded from the leadership race. On 22 February 2018, Lemma Megersa's party, ODP, called for an

    Abiy Ahmed

    Abiy Ahmed

    Abiy_Ahmed

  • Luigi Mangione
  • American killer (born 1998)

    writing, "Clearly written by a mathematics prodigy. Reads like a series of lemmas on the question of 21st-century quality of life", and "It's easy to quickly

    Luigi Mangione

    Luigi Mangione

    Luigi_Mangione

  • Orcuttia
  • Genus of grasses

    with reduced upper florets. The lemma tips have between two and five teeth. Described in 1886, the genus contains five species native to California and

    Orcuttia

    Orcuttia

    Orcuttia

  • Fermat polygonal number theorem
  • Every positive integer is a sum of at most n n-gonal numbers

    Cauchy in 1813. The proof of Nathanson (1987) is based on the following lemma due to Cauchy: For odd positive integers a and b such that b2 < 4a and 3a

    Fermat polygonal number theorem

    Fermat_polygonal_number_theorem

  • Schur's theorem
  • One of several theorems in different areas of mathematics

    infinite. Schur's lemma (Riemannian geometry) Heule, Marijn J. H. (2017). "Schur Number Five". arXiv:1711.08076 [cs.LO]. "Schur Number Five". www.cs.utexas

    Schur's theorem

    Schur's_theorem

  • Pythagorean interval
  • Musical interval

    diapason (Greek for "across all"). 3/2 is the perfect fifth, diapente ("across five"), or sesquialterum. 4/3 is the perfect fourth, diatessaron ("across four")

    Pythagorean interval

    Pythagorean interval

    Pythagorean_interval

  • List of theorems
  • hypotheses List of inequalities Lists of integrals List of laws List of lemmas List of limits List of logarithmic identities List of mathematical functions

    List of theorems

    List_of_theorems

  • Theorem
  • In mathematics, a statement that has been proven

    qualify as theorems only the most important results, and use the terms lemma, proposition and corollary for less important theorems. In mathematical

    Theorem

    Theorem

    Theorem

  • Extremal combinatorics
  • Area of combinatorics

    always mark at least one-third of them. Extremal graph theory Sauer–Shelah lemma Erdős–Ko–Rado theorem Kruskal–Katona theorem Fisher's inequality Union-closed

    Extremal combinatorics

    Extremal_combinatorics

  • Grothendieck spectral sequence
  • Spectral sequence

    -acyclic. Hence, the hypothesis is satisfied. We shall use the following lemma: Lemma—If K is an injective complex in an abelian category C such that the kernels

    Grothendieck spectral sequence

    Grothendieck_spectral_sequence

  • Floral morphology
  • Study of flower structures

    formed by the lemma, attached to the rachilla and the palea inserted on the floral axis that arises above the rachilla in the axil of the lemma and supports

    Floral morphology

    Floral morphology

    Floral_morphology

  • Mathematical diagram
  • Visual representation of a mathematical relationship

    left-justified rows, with the row sizes weakly decreasing (each row has the same or shorter length than its predecessor). Listing the number of boxes in each row gives

    Mathematical diagram

    Mathematical diagram

    Mathematical_diagram

  • Root (linguistics)
  • Lexical core of a word without affixes

    lexical endings in place. For example, chatters has the inflectional root or lemma chatter, but the lexical root chat. Inflectional roots are often called

    Root (linguistics)

    Root_(linguistics)

  • List of Latin and Greek words commonly used in systematic names
  • List of terms used in biology

    genus). Adjectives vary according to gender, and in most cases only the lemma form (nominative singular masculine form) is listed here. 1st-and-2nd-declension

    List of Latin and Greek words commonly used in systematic names

    List of Latin and Greek words commonly used in systematic names

    List_of_Latin_and_Greek_words_commonly_used_in_systematic_names

  • Proofs from THE BOOK
  • 1998 mathematics book by Aigner and Ziegler

    Chapter 24: Van der Waerden's conjecture. Chapter 25: Littlewood–Offord lemma. Chapter 26: The cotangent and Herglotz's trick. Chapter 27: Buffon's needle

    Proofs from THE BOOK

    Proofs_from_THE_BOOK

  • 2026 Liga de Primera
  • Football league season

    "Deportes Concepción anunció a Walter Lemma como su nuevo técnico" [Deportes Concepción announced Walter Lemma as their new manager] (in Spanish). Radio

    2026 Liga de Primera

    2026_Liga_de_Primera

  • Russell Impagliazzo
  • American computer scientist

    pseudorandom number generator from any one-way function, his proof of Yao's XOR lemma via "hard core sets", his proof of the exponential size lower bound for

    Russell Impagliazzo

    Russell Impagliazzo

    Russell_Impagliazzo

  • Speech production
  • Process by which people translate thoughts into verbal words

    short sentences (telegraphic phase). After two and a half years, the infant develops systems of lemmas used in speech production. Around four or five

    Speech production

    Speech_production

  • Ramsey's theorem
  • Statement in mathematical combinatorics

    either case the proof is complete. Lemma 1 implies that any R(r,s) is finite. The right hand side of the inequality in Lemma 2 expresses a Ramsey number for

    Ramsey's theorem

    Ramsey's_theorem

  • Henri Lebesgue
  • French mathematician (1875–1941)

    series, that the nth Fourier coefficient tends to zero (the Riemann–Lebesgue lemma), and that a Fourier series is integrable term by term. In 1904-1905 Lebesgue

    Henri Lebesgue

    Henri Lebesgue

    Henri_Lebesgue

  • Phytolacca americana
  • Species of flowering plant

    nutritionix.com. 22 February 2016. Retrieved 2025-10-23. Harold H. Lee, Lemma Aklilu, and Harriett J. Bennett, 1992, The use of Endod (Phytolacca dodecandra)

    Phytolacca americana

    Phytolacca americana

    Phytolacca_americana

  • Sarcolemma
  • Cell membrane of a muscle fibre

    The sarcolemma (sarco (from sarx) from Greek; flesh, and lemma from Greek; sheath), also called the myolemma, is the cell membrane surrounding a skeletal

    Sarcolemma

    Sarcolemma

    Sarcolemma

  • Nim
  • Game of strategy

    from these two lemmas. Lemma 1. If s = 0, then t ≠ 0 no matter what move is made. Proof: If there is no possible move, then the lemma is vacuously true

    Nim

    Nim

    Nim

  • Catastrophic cancellation
  • Loss of precision in numerical analysis

    enough, the floating-point difference is computed exactly, by the Sterbenz lemma—there is no rounding error introduced by the floating-point subtraction

    Catastrophic cancellation

    Catastrophic_cancellation

  • Moment curve
  • Matoušek (2002), Lemma 5.4.2, p. 97; Matoušek (2003), Lemma 1.6.4, p. 17. Gale (1963); Edelsbrunner (1987), p. 101; Matoušek (2002), Lemma 5.4.2, p. 97.

    Moment curve

    Moment_curve

  • Hilbert's axioms
  • Basis for Euclidean geometry

    of the five groups of axioms. In other words, the elements of geometry form a system which is not susceptible of extension, if we regard the five groups

    Hilbert's axioms

    Hilbert's_axioms

  • Dynamics (music)
  • Volume of a sound or note

    via YouTube. Ferneyhough, Brian (1982). Lemma-Icon-Epigram. London: Edition Peters 7233. Brian Ferneyhough - Lemma-Icon-Epigram (w/ score) (for piano solo)

    Dynamics (music)

    Dynamics_(music)

  • Infinite monkey theorem
  • Counterintuitive result in probability

    one of these strings. Both follow easily from the second Borel–Cantelli lemma. For the second theorem, let Ek be the event that the kth string begins

    Infinite monkey theorem

    Infinite monkey theorem

    Infinite_monkey_theorem

  • Echinochloa esculenta
  • Species of grass

    cultivation. The grain is also optimal for storage due to the tight coating of lemma and palea. The crop is grown around the world for various uses, however

    Echinochloa esculenta

    Echinochloa esculenta

    Echinochloa_esculenta

  • Peter Lynch
  • American investor

    equity funds such as Fidelity Investments Fidelity Contrafund (FCNTX) and Lemma Senbet Fund, to index funds such as Russell Indexes iShares Russell 1000

    Peter Lynch

    Peter_Lynch

  • Abtisam Mohamed
  • British politician

    MP for Sheffield". Yorkshire Bylines. Retrieved 16 July 2024. Shehadi, Lemma (5 July 2024). "Abtisam Mohamed becomes first Yemeni elected as British

    Abtisam Mohamed

    Abtisam Mohamed

    Abtisam_Mohamed

  • Friederich Ignaz Mautner
  • Austrian-American mathematician (1921-2002)

    functional analysis, and differential geometry. He is known for Mautner's Lemma and Mautner's Phenomenon in the representation theory of Lie groups. Following

    Friederich Ignaz Mautner

    Friederich_Ignaz_Mautner

  • Congo River
  • River in Central Africa

    Ocean. p. 112. Congo River, called Zahir or Zaire by the natives Hanibal Lemma, and colleagues (2019). "Bedload transport measurements in the Gilgel Abay

    Congo River

    Congo River

    Congo_River

  • Marston Morse
  • American mathematician (1892–1977)

    technique of differential topology now known as Morse theory. The Morse–Palais lemma, one of the key results in Morse theory, is named after him, as is the Thue–Morse

    Marston Morse

    Marston Morse

    Marston_Morse

  • Endre Szemerédi
  • Hungarian-American mathematician

    computer science, including Szemerédi's theorem, the Szemerédi regularity lemma, the Erdős–Szemerédi theorem, the Hajnal–Szemerédi theorem and the Szemerédi–Trotter

    Endre Szemerédi

    Endre Szemerédi

    Endre_Szemerédi

  • Citizendium
  • Online encyclopedia founded by Larry Sanger

    2016. As of 21 July 2023[update], it had 17,956 "live" and 6,322 "lemma" articles (lemmas are undeveloped articles that contain little more than a definition

    Citizendium

    Citizendium

    Citizendium

  • Autogram
  • Self-describing sentence

    3's, 3 4's, 1 5, 2 6's, 1 7, 2 8's, and 1 9. Quine (computing) Diagonal lemma Sallows, L., In Quest of a Pangram, Abacus, Vol 2, No 3, Spring 1985, pp

    Autogram

    Autogram

  • Algebra extension
  • Surjective ring homomorphism with a given codomain

    algebra homomorphism E → E' that induces the identities on I and R. By the five lemma, such a morphism is necessarily an isomorphism, and so two extensions

    Algebra extension

    Algebra_extension

  • Galois/Counter Mode
  • Authenticated encryption mode for block ciphers

    the success probability in observation 1 of this paper matches that of lemma 2 from the INDOCRYPT 2004 analysis (setting w = 128 and l = n × 128). Saarinen

    Galois/Counter Mode

    Galois/Counter_Mode

  • Bromus berteroanus
  • Species of grass

    than the spikelets and thinner than fertile lemmas. Both upper and lower glumes are lanceolate. Fertile lemmas are 10 to 12 mm (3⁄8 to 1⁄2 in) long with

    Bromus berteroanus

    Bromus berteroanus

    Bromus_berteroanus

  • Pascal's theorem
  • Theorem in projective geometry

    transformation. This was realised by Pascal, whose first lemma states the theorem for a circle. His second lemma states that what is true in one plane remains true

    Pascal's theorem

    Pascal's theorem

    Pascal's_theorem

  • Merano
  • Comune in Trentino-Alto Adige/Südtirol, Italy

    Die Ortsnamen Südtirols, Vol. 1 (2000), lemma Meran Johann Jacob Hofmann, Lexicon Universale (1698), lemma 'Tirolis' "Museum Burg Hasegg/Münze Hall in

    Merano

    Merano

    Merano

  • Pappus's hexagon theorem
  • Geometry theorem

    are Lemmas VIII, XII, XIII, XV, and XVII in the part of Book VII consisting of lemmas to the first of the three books of Euclid's Porisms. Lemma VIII

    Pappus's hexagon theorem

    Pappus's hexagon theorem

    Pappus's_hexagon_theorem

  • Grote Spectrum Encyclopedie
  • Dutch encyclopedia

    and consists of 20 volumes A-Z, and four index volumes with references to lemmas within the treated subjects. The fourth index volume also contains a comprehensive

    Grote Spectrum Encyclopedie

    Grote Spectrum Encyclopedie

    Grote_Spectrum_Encyclopedie

  • Szemerédi's theorem
  • Long dense subsets of the integers contain arbitrarily large arithmetic progressions

    Arithmetic combinatorics Szemerédi regularity lemma Van der Waerden's theorem Hypergraph removal lemma § Proof of Szemerédi's theorem Erdős, Paul; Turán

    Szemerédi's theorem

    Szemerédi's_theorem

  • Penelope
  • Wife of Odysseus in Greek mythology

    (in Greek). Translated by C. Roy, R. S. Smith. 2026. Γλῶσσαι. Zeno.org lemma Archived 2008-12-11 at the Wayback Machine relating πηνέλωψ (gen. πηνέλοπος)

    Penelope

    Penelope

    Penelope

  • Terrassa
  • Municipality in Catalonia, Spain

    from the original on 16 March 2016. Retrieved 13 July 2016. A. Lambert, lemma 'Barcelone', in Dictionnaire d'Histoire et de Géographie ecclésiastiques

    Terrassa

    Terrassa

    Terrassa

  • Cime di Lemma
  • Mountain in Italy

    Cime di Lemma is a 2,348-metre (7,703 ft) mountain peak of Lombardy, Italy. It is located within the Bergamo Alps, near the border of the provinces of

    Cime di Lemma

    Cime di Lemma

    Cime_di_Lemma

  • Daniel I. A. Cohen
  • American computer scientist (born 1946)

    already as an undergraduate published a research paper about Sperner's lemma, which he learned about from Hans Rademacher. He completed his doctorate

    Daniel I. A. Cohen

    Daniel_I._A._Cohen

  • Athletics at the 2024 Summer Olympics – Men's marathon
  • from 2016, came here as the alternate filling the shoes of injured Sisay Lemma. Abdi was also bronze medalist in 2022. 2023 World Champion Victor Kiplangat

    Athletics at the 2024 Summer Olympics – Men's marathon

    Athletics at the 2024 Summer Olympics – Men's marathon

    Athletics_at_the_2024_Summer_Olympics_–_Men's_marathon

  • Pigeonhole principle
  • Theorem in combinatorics

    is smaller than its domain". Advanced mathematical proofs like Siegel's lemma build upon this more general concept. Dirichlet published his works in both

    Pigeonhole principle

    Pigeonhole principle

    Pigeonhole_principle

  • Seminole County, Florida
  • County in Florida, United States

    of Seminole County. As of 2022[update] the current sheriff is Dennis M. Lemma, who took office in 2017. The Seminole County Sheriff's Office is currently

    Seminole County, Florida

    Seminole County, Florida

    Seminole_County,_Florida

  • Union-closed sets conjecture
  • 1979 conjecture in combinatorics

    system is union-closed if and only if its complement is intersection-closed. Lemma 1. If X {\displaystyle X} is a union-closed family of sets with universe

    Union-closed sets conjecture

    Union-closed sets conjecture

    Union-closed_sets_conjecture

  • 2024 Cannes Film Festival
  • Palm. Out of 4.420 entries, the following eleven short films were selected to compete for the Short Film Palme d'Or: The Cinéfondation (or La Cinéf) section

    2024 Cannes Film Festival

    2024_Cannes_Film_Festival

  • 0
  • Whole number

    2016 at the Wayback Machine Cheng 2017, p. 32. Cheng 2017, pp. 41, 48–53. Lemma B.2.2, The integer 0 is even and is not odd, in Penner, Robert C. (1999)

    0

    0

  • Equal incircles theorem
  • On rays from a point to a line, with equal inscribed circles between adjacent rays

    the hyperbolic sine. The theorem is a direct corollary of the following lemma: Suppose that the nth ray makes an angle γ n {\displaystyle \gamma _{n}}

    Equal incircles theorem

    Equal incircles theorem

    Equal_incircles_theorem

  • Oromia Broadcasting Network
  • Ethiopian television network

    minister. In February 2018, the president of the Oromia regional state, Lemma Megersa, pledged to defend the independence and impartiality of the state-run

    Oromia Broadcasting Network

    Oromia_Broadcasting_Network

  • English phonology
  • Phonology of the English language

    in the preceding syllable ending in an unreduced short vowel, this is avoided. Thus the word lemma should be divided /ˈlɛm.ə/ and not */ˈlɛ.mə/, even

    English phonology

    English_phonology

  • Muhlenbergia rigens
  • Species of plant

    flowered panicles often reach heights of five feet. The spikelets consist of a single awnless floret with a 3-nerved lemma. The native range of the grass extends

    Muhlenbergia rigens

    Muhlenbergia rigens

    Muhlenbergia_rigens

  • W. T. Tutte
  • British-Canadian codebreaker and mathematician (1917–2002)

    impulses, and it was established that the five chi wheels all advanced with each new character and that the five psi wheels all moved together under the

    W. T. Tutte

    W._T._Tutte

  • Normal space
  • Type of topological space

    This is a stronger separation property than normality, as by Urysohn's lemma disjoint closed sets in a normal space can be separated by a function, in

    Normal space

    Normal_space

  • Smale's problems
  • 18 mathematical problems stated in 1998

    doi:10.3390/analytics1010003. Asaoka, M.; Irie, K. (2016). "A C∞ closing lemma for Hamiltonian diffeomorphisms of closed surfaces". Geometric and Functional

    Smale's problems

    Smale's_problems

  • 2021 London Marathon
  • 41st annual marathon race in London

    chances of a mass participation event. The elite events were won by Sisay Lemma of Ethiopia and Joyciline Jepkosgei of Kenya, in 2:04:01 and 2:17:43, respectively

    2021 London Marathon

    2021_London_Marathon

  • Agda (programming language)
  • Functional programming language

    (suc (suc zero)) lemma2 = check-even-tactic auto The actual proof of each lemma will be automatically constructed at type-checking time. If the tactic fails

    Agda (programming language)

    Agda (programming language)

    Agda_(programming_language)

  • Elliott H. Lieb
  • American mathematical physicist

    as rearrangement inequalities or the Brezis-Lieb lemma which provides the missing term in Fatou's lemma for sequences of functions converging almost everywhere

    Elliott H. Lieb

    Elliott H. Lieb

    Elliott_H._Lieb

  • Bromus hordeaceus
  • Species of grass

    long, arising 0.4–1.2 mm (0.016–0.047 in) below the lemma. The paleas are shorter than the lemmas, with glabrous backs and ciliate keels. The dark brown

    Bromus hordeaceus

    Bromus hordeaceus

    Bromus_hordeaceus

  • World Marathon Majors
  • Championship-style competition

    (second) and $10,000 (third). The World Marathon Majors began in 2006 with five races: Berlin, Boston, Chicago, London, and New York. The Tokyo Marathon

    World Marathon Majors

    World Marathon Majors

    World_Marathon_Majors

  • Matrix chain multiplication
  • Mathematics optimization problem

    algorithm relies on "Lemma 1" proved in a 1981 technical report and omitted from the published paper. The technical report's proof of the lemma is incorrect,

    Matrix chain multiplication

    Matrix_chain_multiplication

  • 2026 United States House of Representatives elections in Florida
  • Chitwood, Volusia County Sheriff Grady Judd, Polk County sheriff Dennis Lemma, Seminole County Sheriff Cory Mills Executive branch officials Donald Trump

    2026 United States House of Representatives elections in Florida

    2026 United States House of Representatives elections in Florida

    2026_United_States_House_of_Representatives_elections_in_Florida

  • Izanagi
  • Deity of Shinto religion

    origin of the verb is suggested to be a precursor to the Middle Korean lemma yènc- meaning 'to place/put on [the top of]' reconstructed as *yenc-a (place-INF)

    Izanagi

    Izanagi

    Izanagi

  • Phytolacca dodecandra
  • Species of shrub

    scientists - and may be effective controlling schistosomiasis. After Aklilu Lemma, an Ethiopian scientist, demonstrated endod's potency to American scientists

    Phytolacca dodecandra

    Phytolacca dodecandra

    Phytolacca_dodecandra

  • Catalan number
  • Recursive integer sequence

    {2n+1}{n}}\,,} which can be directly interpreted in terms of the cycle lemma; see below. The Catalan numbers satisfy the recurrence relations C 0 = 1

    Catalan number

    Catalan number

    Catalan_number

  • Parity of zero
  • Quality of zero being an even number

    explained by the degree sum formula. Sperner's lemma is a more advanced application of the same strategy. The lemma states that a certain kind of coloring on

    Parity of zero

    Parity of zero

    Parity_of_zero

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