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SCHUR CLASS

  • Schur class
  • In complex analysis, the Schur class is the set of holomorphic functions f ( z ) {\displaystyle f(z)} defined on the open unit disk D = { z ∈ C : | z

    Schur class

    Schur_class

  • Schur function
  • Topics referred to by the same term

    A Schur function may be: A Schur polynomial A holomorphic function in the Schur class This disambiguation page lists mathematics articles associated with

    Schur function

    Schur_function

  • Schur algorithm
  • Topics referred to by the same term

    mathematics, the Schur algorithm may be: The Schur algorithm for expanding a function in the Schur class as a continued fraction The Lehmer–Schur algorithm for

    Schur algorithm

    Schur_algorithm

  • List of things named after Issai Schur
  • Schur. Frobenius–Schur indicator Herz–Schur multiplier Jordan–Schur theorem Lehmer–Schur algorithm Schur algebra Schur class Schur's conjecture Schur

    List of things named after Issai Schur

    List_of_things_named_after_Issai_Schur

  • Issai Schur
  • Russian and German mathematician (1875–1941)

    Schur: Schur algebra Schur complement Schur index Schur indicator Schur multiplier Schur orthogonality relations Schur polynomial Schur product Schur

    Issai Schur

    Issai Schur

    Issai_Schur

  • Hadamard product (matrices)
  • Elementwise product of two matrices

    Hadamard product (also known as the element-wise product, entrywise product or Schur product) is a binary operation that takes in two matrices of the same dimensions

    Hadamard product (matrices)

    Hadamard product (matrices)

    Hadamard_product_(matrices)

  • A Man on the Inside
  • 2024 American comedy series

    on the Inside is an American comedy television series created by Michael Schur and starring Ted Danson as a retiree turned amateur private investigator

    A Man on the Inside

    A_Man_on_the_Inside

  • Giambelli's formula
  • Mathematical formula

    for Schubert classes. There is another Giambelli identity, expressing Schur functions as determinants of matrices whose entries are Schur functions corresponding

    Giambelli's formula

    Giambelli's_formula

  • Frobenius–Schur indicator
  • the discipline of representation theory, the Schur indicator, named after Issai Schur, or Frobenius–Schur indicator describes what invariant bilinear forms

    Frobenius–Schur indicator

    Frobenius–Schur_indicator

  • Parks and Recreation
  • American mockumentary television sitcom (2009–2015)

    satire mockumentary television sitcom created by Greg Daniels and Michael Schur. The series aired on NBC from April 9, 2009, to February 24, 2015, for 125

    Parks and Recreation

    Parks_and_Recreation

  • Mathieu group M22
  • Sporadic simple group

    about the 2-part of the Schur multiplier in the mathematical literature. Burgoyne & Fong (1966) incorrectly claimed that the Schur multiplier of M22 has

    Mathieu group M22

    Mathieu group M22

    Mathieu_group_M22

  • Norman W. Schur
  • American lawyer and lexicographer

    Norman W. Schur (1907–1992) was an American lawyer and lexicographer. Schur was born in Boston, Massachusetts, graduating from Boston Latin School before

    Norman W. Schur

    Norman_W._Schur

  • Schur orthogonality relations
  • Generalization of Lie groups

    In mathematics, the Schur orthogonality relations, which were proven by Issai Schur through Schur's lemma, express a central fact about representations

    Schur orthogonality relations

    Schur_orthogonality_relations

  • Schur algebra
  • In mathematics, Schur algebras, named after Issai Schur, are certain finite-dimensional algebras closely associated with Schur–Weyl duality between general

    Schur algebra

    Schur_algebra

  • Schur's lemma
  • Homomorphisms between simple modules over the same ring are isomorphisms or zero

    In mathematics, Schur's lemma is an elementary but useful statement in representation theory of groups and algebras. In the group case it says that if

    Schur's lemma

    Schur's_lemma

  • Trigonometric moment problem
  • Moment problem Orthogonal polynomials on the unit circle Spectral measure Schur class Szegő limit theorems Wiener's lemma Geronimus 1946. Akhiezer 1965, pp

    Trigonometric moment problem

    Trigonometric_moment_problem

  • Alternating group
  • Group of even permutations of a finite set

    conjugacy classes (rather than all being conjugate) and there are non-trivial maps A3 ↠ Z3 (in fact an isomorphism) and A4 ↠ Z3. The Schur multipliers

    Alternating group

    Alternating group

    Alternating_group

  • List of finite simple groups
  • gives all finite simple groups, together with their order, the size of the Schur multiplier, the size of the outer automorphism group, usually some small

    List of finite simple groups

    List_of_finite_simple_groups

  • The Good Place
  • American fantasy-comedy television series (2016–2020)

    Place is an American fantasy-comedy television series created by Michael Schur for NBC. The series premiered on September 19, 2016, and concluded on January

    The Good Place

    The Good Place

    The_Good_Place

  • Szegő polynomial
  • the reflection coefficient or the Szegő parameter. Cayley transform Schur class Favard's theorem Bultheel, A. (2001) [1994], "Szegö polynomial", Encyclopedia

    Szegő polynomial

    Szegő_polynomial

  • Orthogonal polynomials on the unit circle
  • orthogonal polynomials on the unit circle. Trigonometric moment problem Schur class Simon 2005a, p. 43. Simon 2010, p. 44. Simon 2010, p. 74. Schmüdgen 2017

    Orthogonal polynomials on the unit circle

    Orthogonal_polynomials_on_the_unit_circle

  • A Parks and Recreation Special
  • Special episode of Parks and Recreation

    on April 30, 2020, on NBC. It was written by series co-creator Michael Schur with Megan Amram, Dave King, Joe Mande, Aisha Muharrar, Matt Murray, and

    A Parks and Recreation Special

    A_Parks_and_Recreation_Special

  • Mark Brendanawicz
  • US TV sitcom character, created 2009

    (September 1, 2011). "Parks and Recreation Showrunner Michael Schur Gives a Master Class on His Favorite Comedy, Cheers". New York. Archived from the original

    Mark Brendanawicz

    Mark_Brendanawicz

  • Majorization
  • Preorder on vectors of real numbers

    example of a Schur-convex function is the max function, max ( x ) = x 1 ↓ {\displaystyle \max(\mathbf {x} )=x_{1}^{\downarrow }} . Schur convex functions

    Majorization

    Majorization

  • Bertrand's postulate
  • Result on density of prime numbers

    result was discovered independently in 1929 by Issai Schur, and is now often known as the Sylvester–Schur theorem. Bertrand's postulate follows from this result

    Bertrand's postulate

    Bertrand's postulate

    Bertrand's_postulate

  • Covering groups of the alternating and symmetric groups
  • group of degree n ≥ 4 has Schur covers of order 2⋅n! There are two isomorphism classes if n ≠ 6 and one isomorphism class if n = 6. The alternating group

    Covering groups of the alternating and symmetric groups

    Covering_groups_of_the_alternating_and_symmetric_groups

  • Baby monster group
  • Sporadic simple group

    the monster group. The outer automorphism group of B is trivial and the Schur multiplier of B has order 2. The existence of this group was suggested by

    Baby monster group

    Baby monster group

    Baby_monster_group

  • Littlewood–Richardson rule
  • Mathematical rule

    coefficients that arise when decomposing a product of two Schur functions as a linear combination of other Schur functions. These coefficients are natural numbers

    Littlewood–Richardson rule

    Littlewood–Richardson_rule

  • Group of Lie type
  • Mathematical group

    perfect but has a Schur multiplier that is larger than expected include: A1(4) The Schur multiplier has an extra Z/2Z, so the Schur multiplier of the

    Group of Lie type

    Group of Lie type

    Group_of_Lie_type

  • Rashida Jones
  • American actress (born 1976)

    mockumentary-style sitcom on NBC. The show was created by Greg Daniels and Michael Schur, with whom she previously worked on The Office. She played nurse Ann Perkins

    Rashida Jones

    Rashida Jones

    Rashida_Jones

  • Amy Poehler
  • American actress and comedian (born 1971)

    Michael Schur. In July 2008, Variety reported that Poehler was in final negotiations to star in the still untitled series from Daniels and Schur. Poehler

    Amy Poehler

    Amy Poehler

    Amy_Poehler

  • Jennifer Morse (mathematician)
  • Mathematician

    functions, Young tableaux, and k {\displaystyle k} -Schur functions, which are a generalization of Schur polynomials. Morse earned her Ph.D. in 1999 from

    Jennifer Morse (mathematician)

    Jennifer Morse (mathematician)

    Jennifer_Morse_(mathematician)

  • Eduard Stiefel
  • Swiss mathematician (1909–1978)

    "The Schur Complement and Its Applications", in Zhang, Fuzhen (ed.), Historical Introduction: Issai Schur and the Early Development of the Schur Complement

    Eduard Stiefel

    Eduard Stiefel

    Eduard_Stiefel

  • Hook length formula
  • Mathematical formula for the number of Young tableaux

    number of semi-standard Young tableaux, which is a specialization of a Schur polynomial. Let λ = ( λ 1 ≥ ⋯ ≥ λ k ) {\displaystyle \lambda =(\lambda _{1}\geq

    Hook length formula

    Hook_length_formula

  • Bay City, Michigan
  • City in Michigan, United States

    on the door, and it was later found that Schur had a check already made out and had failed to mail it. Schur died from hypothermia in his home a few days

    Bay City, Michigan

    Bay City, Michigan

    Bay_City,_Michigan

  • The Good Place season 4
  • Season of television series

    the fantasy-comedy television series The Good Place, created by Michael Schur, was ordered by NBC on December 4, 2018. The season premiered on September

    The Good Place season 4

    The_Good_Place_season_4

  • Parks and Recreation season 7
  • Season of television series

    in Parks and Recreation. It was only after she was cast that Daniels and Schur established the general concept of the show and the script for the pilot

    Parks and Recreation season 7

    Parks_and_Recreation_season_7

  • Schubert polynomial
  • mathematics, Schubert polynomials are generalizations of Schur polynomials that represent cohomology classes of Schubert cycles in flag varieties. They were introduced

    Schubert polynomial

    Schubert_polynomial

  • Central simple algebra
  • Finite dimensional algebra over a field whose central elements are that field

    dimension. The Schur index of a central simple algebra is the degree of the equivalent division algebra: it depends only on the Brauer class of the algebra

    Central simple algebra

    Central_simple_algebra

  • Parks and Recreation season 6
  • Season of television series

    in Parks and Recreation. It was only after she was cast that Daniels and Schur established the general concept of the show and the script for the pilot

    Parks and Recreation season 6

    Parks_and_Recreation_season_6

  • Matrix decomposition
  • Representation of a matrix as a product

    the complex Schur form which has the eigenvalues of A along its diagonal. Comment: if A is a normal matrix, then T is diagonal and the Schur decomposition

    Matrix decomposition

    Matrix decomposition

    Matrix_decomposition

  • 2026 Los Angeles mayoral election
  • Municipal election in California

    Einbinder, actress Christopher Lloyd, actor Paul Scheer, actor Michael Schur, producer and director Labor unions United Auto Workers Region 6 Organizations

    2026 Los Angeles mayoral election

    2026 Los Angeles mayoral election

    2026_Los_Angeles_mayoral_election

  • Jason Mantzoukas
  • American actor (born 1972)

    (2019). He has had recurring roles on four TV series created by Michael Schur, portraying Dennis Feinstein in Parks and Recreation, Adrian Pimento in

    Jason Mantzoukas

    Jason Mantzoukas

    Jason_Mantzoukas

  • Rudvalis group
  • Sporadic simple group

    1984) and constructed by John H. Conway and David B. Wales (1973). Its Schur multiplier has order 2, and its outer automorphism group is trivial. In

    Rudvalis group

    Rudvalis group

    Rudvalis_group

  • Warrior (2011 film)
  • 2011 film by Gavin O'Connor

    similar plot was made in 2015 in Russia. 'Warrior' Co-Financier Mimran Schur Pictures Makes Multi-Picture Lionsgate Deal "WARRIOR". British Board of

    Warrior (2011 film)

    Warrior_(2011_film)

  • Fusion category
  • Mathematical category

    equivalent to H o m ( 1 , 1 ) ≅ k {\displaystyle \mathrm {Hom} (1,1)\cong k} by Schur's lemma. The Representation Category of a finite group G {\displaystyle G}

    Fusion category

    Fusion_category

  • Complement
  • Topics referred to by the same term

    subspaces Orthogonal complement Schur complement Complement (complexity), relating to decision problems and complexity classes Complement operator (regular

    Complement

    Complement

  • Jameela Jamil
  • British actress and comedian (born 1986)

    While working as a writer at 3 Arts, her agents told her that Michael Schur, who co-created Parks and Recreation, was looking for a British actress

    Jameela Jamil

    Jameela Jamil

    Jameela_Jamil

  • Pilot (Parks and Recreation)
  • 1st episode of the 1st season of Parks and Recreation

    States on April 9, 2009. The episode was written by series creators Michael Schur and Greg Daniels, and directed by Daniels. The episode introduces the protagonist

    Pilot (Parks and Recreation)

    Pilot_(Parks_and_Recreation)

  • B. J. Novak
  • American actor (born 1979)

    a producer and writer on the show; he and Kaling, Greg Daniels, Michael Schur and Paul Lieberstein were its original writers. Novak is credited with writing

    B. J. Novak

    B. J. Novak

    B._J._Novak

  • The Negotiation (The Office)
  • 19th episode of the 3rd season of The Office

    2007 on NBC as a longer, "super-sized" episode. It was written by Michael Schur and directed by Jeffrey Blitz, and featured the end of Roy's plot arc to

    The Negotiation (The Office)

    The_Negotiation_(The_Office)

  • Jan Levinson
  • Fictional character

    (director), "Boys and Girls". The Office, NBC. Aired on April 5, 2005. Schur, Michael (writer) & Daniels, Greg (director), "Valentine's Day". The Office

    Jan Levinson

    Jan_Levinson

  • Karola Mészáros
  • American mathematician

    algebraic combinatorics and geometric combinatorics, including the study of Schur polynomials, Schubert polynomials, Ehrhart polynomials, flow polytopes,

    Karola Mészáros

    Karola_Mészáros

  • Aubrey Plaza
  • American actress and producer (born 1984)

    she was in the city. Jones set up a meeting with Greg Daniels and Michael Schur, who were developing Parks and Recreation. At the meeting, they told her

    Aubrey Plaza

    Aubrey Plaza

    Aubrey_Plaza

  • The Good Place season 1
  • Season of television series

    the fantasy-comedy television series The Good Place, created by Michael Schur, aired between September 19, 2016, and January 19, 2017, on NBC in the United

    The Good Place season 1

    The_Good_Place_season_1

  • Hilbert's inequality
  • Topic in mathematical analysis

    with the constant 2π instead of π; the sharp constant was found by Issai Schur. It implies that the discrete Hilbert transform is a bounded operator in

    Hilbert's inequality

    Hilbert's_inequality

  • Isoclinism of groups
  • Equivalence relation

    it is applicable to all groups. Isoclinism also has consequences for the Schur multiplier and the associated aspects of character theory, as described

    Isoclinism of groups

    Isoclinism_of_groups

  • Class of groups
  • Collection of groups

    A class of groups is a set-theoretical collection of groups satisfying the property that if G is in the collection then every group isomorphic to G is

    Class of groups

    Class of groups

    Class_of_groups

  • Group theory
  • Branch of mathematics that studies the properties of groups

    parts, in turn, are much more easily manageable than the whole V (via Schur's lemma). Given a group G, representation theory then asks what representations

    Group theory

    Group theory

    Group_theory

  • Lucia Aniello
  • American writer and television producer

    (May 5, 2020). "Jean Smart to Star in HBO Max Dark Comedy Series From Mike Schur, 'Broad City' Trio". The Hollywood Reporter. Valence Media. Archived from

    Lucia Aniello

    Lucia Aniello

    Lucia_Aniello

  • Jack function
  • Generalization of the Jack polynomial

    polynomial is a homogeneous, symmetric polynomial which generalizes the Schur and zonal polynomials, and is in turn generalized by the Heckman–Opdam polynomials

    Jack function

    Jack_function

  • D'Arcy Carden
  • American actress and comedian (born 1980)

    (March 15, 2016). "'Good Place': UCB Performer D'Arcy Carden Cast In Mike Schur NBC Series". Deadline. Archived from the original on March 15, 2016. Retrieved

    D'Arcy Carden

    D'Arcy Carden

    D'Arcy_Carden

  • Equisetum palustre
  • Species of vascular plant in the horsetail family

    palustre var. arcuatum Milde Equisetum palustre var. collinum-tenerrimum Schur Equisetum palustre var. japonicum Nakai Equisetum palustre var. leptostachyum

    Equisetum palustre

    Equisetum palustre

    Equisetum_palustre

  • Schubert calculus
  • Branch of algebraic geometry

    the same form as the first Jacobi-Trudi identity, expressing arbitrary Schur functions s a {\displaystyle s_{\mathbf {a} }} as determinants in terms

    Schubert calculus

    Schubert_calculus

  • List of group theory topics
  • cohomology Group extension Presentation of a group Product of group subsets Schur multiplier Semidirect product Sylow theorems Hall subgroup Wreath product

    List of group theory topics

    List of group theory topics

    List_of_group_theory_topics

  • Anne Schilling
  • American mathematician

    Schilling is the author of the research monograph k {\displaystyle k} -Schur Functions and Affine Schubert Calculus (Fields Institute Monographs 33,

    Anne Schilling

    Anne Schilling

    Anne_Schilling

  • Tits group
  • Finite simple group; sometimes classed as sporadic

    group of Lie type, it is sometimes regarded as a 27th sporadic group. The Schur multiplier of the Tits group is trivial and its outer automorphism group

    Tits group

    Tits group

    Tits_group

  • Sigmund Freud
  • Austrian neurologist and founder of psychoanalysis (1856–1939)

    and fellow refugee, Max Schur, reminding him that they had previously discussed the terminal stages of his illness: "Schur, you remember our 'contract'

    Sigmund Freud

    Sigmund Freud

    Sigmund_Freud

  • List of Brooklyn Nine-Nine characters
  • episode "Karen Peralta". In "The Party", to prevent the mostly working class detectives from embarrassing themselves in front of a crowd of academics

    List of Brooklyn Nine-Nine characters

    List_of_Brooklyn_Nine-Nine_characters

  • Nilpotent group
  • Mathematical concept

    central series of length n is called the nilpotency class of G; and G is said to be nilpotent of class n. (By definition, the length is n if there are n

    Nilpotent group

    Nilpotent group

    Nilpotent_group

  • Infinite Jest
  • 1996 novel by David Foster Wallace

    Decemberists' "Calamity Song", directed by Parks and Recreation co-creator Michael Schur, recreates the novel's Eschaton chapter. The music video for MC Lars and

    Infinite Jest

    Infinite_Jest

  • Monster group
  • Sporadic simple group

    The Fischer group Fi24, the baby monster, and the Conway group Co1. The Schur multiplier and the outer automorphism group of the monster are both trivial

    Monster group

    Monster group

    Monster_group

  • Integer
  • Number in {..., –2, –1, 0, 1, 2, ...}

    denote either the set of integers modulo p (i.e., the set of congruence classes of integers), or the set of p-adic integers. The whole numbers were synonymous

    Integer

    Integer

  • Janko group J2
  • Sporadic simple group

    David Wales (1968) as a rank 3 permutation group on 100 points. Both the Schur multiplier and the outer automorphism group have order 2. As a permutation

    Janko group J2

    Janko group J2

    Janko_group_J2

  • Hugh Laurie
  • English actor, comedian, and musician (born 1959)

    Neville, a British archaeology professor, in the new Amy Poehler and Mike Schur comedy TV series Dig. Laurie is set to join the BBC and MGM+ series Legacy

    Hugh Laurie

    Hugh Laurie

    Hugh_Laurie

  • Fischer group Fi22
  • Sporadic simple group

    3-transposition groups. The outer automorphism group has order 2, and the Schur multiplier has order 6. The Fischer group Fi22 has a rank 3 action on a

    Fischer group Fi22

    Fischer group Fi22

    Fischer_group_Fi22

  • Waltrip High School
  • Public high school in Houston, Texas, United States

    Booker T. Washington High School to Waltrip and Reagan. In 2015 Andria Schur got a job as the principal of a charter school in Dallas, Texas, causing

    Waltrip High School

    Waltrip High School

    Waltrip_High_School

  • Félix Pollaczek
  • Austrian-French engineer and mathematician

    die Kreiskörper der l-ten und l2-ten Einheitswurzeln, advised by Issai Schur and based on results published first in 1917. Pollaczek was employed by

    Félix Pollaczek

    Félix_Pollaczek

  • Lyons group
  • Sporadic simple group

    the cases n ≥ 12 were ruled out by J.G. Thompson and Ronald Solomon. The Schur multiplier and the outer automorphism group are both trivial. Since 37 and

    Lyons group

    Lyons group

    Lyons_group

  • Saturday Night Live season 23
  • Season of television series

    Parks and Recreation/The Good Place creator Michael Schur joined the writing staff. Decades later, Schur explained that he initially applied for the job at

    Saturday Night Live season 23

    Saturday_Night_Live_season_23

  • List of Parks and Recreation characters
  • Mullally is the real-life wife of Nick Offerman, who plays Ron. Michael Schur conceived the idea for "Ron and Tammy," and asked Offerman whether he and

    List of Parks and Recreation characters

    List of Parks and Recreation characters

    List_of_Parks_and_Recreation_characters

  • Janko group J4
  • Sporadic simple group

    211:M24, 210:L5(2), and 23+12.(L3(2)xS5) over their intersections. The Schur multiplier and the outer automorphism group are both trivial. Since 37 and

    Janko group J4

    Janko group J4

    Janko_group_J4

  • Ludwig Bieberbach
  • German mathematician (1886–1982)

    theorem [ru] on space groups. In 1928 Bieberbach wrote a book with Issai Schur titled Über die Minkowskische Reduktiontheorie der positiven quadratischen

    Ludwig Bieberbach

    Ludwig Bieberbach

    Ludwig_Bieberbach

  • Iraq War
  • 2003–2011 conflict in Iraq

    overrun Balad Air Base. The Iraqi Navy also purchased 12 US‑built Swift-class patrol boats, at a cost of $20 million each. Delivery was completed in 2013

    Iraq War

    Iraq War

    Iraq_War

  • Transfer (group theory)
  • the existence of finite simple groups. The transfer was defined by Issai Schur (1902) and rediscovered by Emil Artin (1929). The construction of the map

    Transfer (group theory)

    Transfer_(group_theory)

  • Freddy Spaghetti
  • 24th episode of the 2nd season of Parks and Recreation

    interview with the Los Angeles Times, Parks and Recreation co-creator Michael Schur cited stories about Kansas City closing down a great number of their public

    Freddy Spaghetti

    Freddy_Spaghetti

  • Melissa Fumero
  • American actress and director (born 1982)

    Serrano and co-executive produced by Brooklyn Nine-Nine's co-creator Michael Schur. In 2024, Fumero began hosting the comedy podcast More Better with Stephanie

    Melissa Fumero

    Melissa Fumero

    Melissa_Fumero

  • Dina Feitelson
  • Israeli educator (1926–1992)

    born Dina Schur in 1926 in Vienna, and emigrated to Mandate Palestine in 1934. She studied in the Herzliya Hebrew Gymnasium in the 32nd class, which graduated

    Dina Feitelson

    Dina Feitelson

    Dina_Feitelson

  • Thompson sporadic group
  • Sporadic simple group

    the Baby monster group, which therefore contains Th as a subgroup. The Schur multiplier and the outer automorphism group of the Thompson group are both

    Thompson sporadic group

    Thompson sporadic group

    Thompson_sporadic_group

  • Glossary of representation theory
  • Schur polynomial is a symmetric function, of a type occurring in the Weyl character formula applied to unitary groups. 7.  Schur index. 8.  A Schur complex

    Glossary of representation theory

    Glossary_of_representation_theory

  • McLaughlin sporadic group
  • Sporadic simple group

    lattice and thus is a subgroup of the Conway groups Co0, Co2 and Co3. Its Schur multiplier has order 3, and its outer automorphism group has order 2. The

    McLaughlin sporadic group

    McLaughlin sporadic group

    McLaughlin_sporadic_group

  • Hacks
  • American dark comedy drama television series

    (May 5, 2020). "Jean Smart to Star in HBO Max Dark Comedy Series From Mike Schur, 'Broad City' Trio". The Hollywood Reporter. Valence Media. Archived from

    Hacks

    Hacks

    Hacks

  • Held group
  • Sporadic simple group

    the extension splits. The outer automorphism group has order 2 and the Schur multiplier is trivial. The smallest faithful complex representation has

    Held group

    Held group

    Held_group

  • Mathieu group M23
  • Sporadic simple group

    1873). It is a 4-fold transitive permutation group on 23 objects. The Schur multiplier and the outer automorphism group are both trivial. Milgram (2000)

    Mathieu group M23

    Mathieu group M23

    Mathieu_group_M23

  • Permutation polynomial
  • Polynomial that permutes a ring

    102. Fried, M. (1970). "On a conjecture of Schur". Michigan Math. J.: 41–55. Turnwald, G. (1995). "On Schur's conjecture". J. Austral. Math. Soc. 58 (3):

    Permutation polynomial

    Permutation_polynomial

  • Torsion group
  • Group in which each element has finite order

    element is the only element with finite order. Torsion (algebra) Jordan–Schur theorem E. S. Golod, On nil-algebras and finitely approximable p-groups

    Torsion group

    Torsion_group

  • Fischer group Fi23
  • Sporadic simple group

    Bernd Fischer (1971, 1976) while investigating 3-transposition groups. The Schur multiplier and the outer automorphism group are both trivial. The Fischer

    Fischer group Fi23

    Fischer group Fi23

    Fischer_group_Fi23

  • The Good Place season 3
  • Season of television series

    the fantasy-comedy television series The Good Place, created by Michael Schur, was renewed on November 21, 2017, on NBC, and began airing on September

    The Good Place season 3

    The_Good_Place_season_3

  • Angela Merkel
  • Chancellor of Germany from 2005 to 2021

    for her proficiency in Russian and mathematics, being at the top of her class in these subjects. She completed her school education with the best possible

    Angela Merkel

    Angela Merkel

    Angela_Merkel

  • Lycopodium lagopus
  • Species of spore-bearing plant

    lagopus Laest. ex C. Hartm Lycopodium clavatum subsp. monostachyon (Hook. & Grev.) Sel. Lycopodium integrifolium Goldie Lycopodium pseudo-annotinum Schur

    Lycopodium lagopus

    Lycopodium lagopus

    Lycopodium_lagopus

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