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BURNSIDE PROBLEM

  • Burnside problem
  • If G is a finitely generated group with exponent n, is G necessarily finite?

    The Burnside problem asks whether a finitely generated group in which every element has finite order must necessarily be a finite group. It was posed by

    Burnside problem

    Burnside problem

    Burnside_problem

  • Sergei Adian
  • Russian mathematician (1931–2020)

    University and was known for his work in group theory, especially on the Burnside problem. Adian was born near Elizavetpol. He grew up there in an Armenian family

    Sergei Adian

    Sergei_Adian

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

    for instance by Tarski monster groups constructed by Olshanskii. Burnside's problem is a classical question that deals with the relationship between periodic

    Torsion group

    Torsion_group

  • List of unsolved problems in mathematics
  • relators and conjugations of relators Bounded Burnside problem: for which positive integers m, n is the free Burnside group B(m,n) finite? In particular, is

    List of unsolved problems in mathematics

    List_of_unsolved_problems_in_mathematics

  • William Burnside
  • English mathematician

    sometimes confused with the Irish mathematician William S. Burnside (1839–1920). William Burnside (2 July 1852 – 21 August 1927) was an English mathematician

    William Burnside

    William Burnside

    William_Burnside

  • Burnside's lemma
  • Formula for number of orbits of a group action

    Burnside's lemma, sometimes also called Burnside's counting theorem, the Cauchy–Frobenius lemma, or the orbit-counting theorem, is a result in group theory

    Burnside's lemma

    Burnside's_lemma

  • Efim Zelmanov
  • Russian-American mathematician (born 1955)

    work on combinatorial problems in nonassociative algebra and group theory, including his solution of the restricted Burnside problem. He was awarded a Fields

    Efim Zelmanov

    Efim Zelmanov

    Efim_Zelmanov

  • Fields Medal
  • Mathematics award

    Sylvia; Gruber, David (21 August 2006). "Manifold Destiny: A legendary problem and the battle over who solved it". The New Yorker. Archived from the original

    Fields Medal

    Fields Medal

    Fields_Medal

  • Combinatorial group theory
  • number of algorithmically insoluble problems, most notably the word problem for groups; and the classical Burnside problem. See the book by Chandler and Magnus

    Combinatorial group theory

    Combinatorial_group_theory

  • Grigorchuk group
  • Mathematical term in group theory

    it is finitely generated). As such, it is a counterexample to the Burnside problem. The group G {\displaystyle G} has intermediate growth. The group G

    Grigorchuk group

    Grigorchuk_group

  • Burnside carbine
  • Carbine

    day tended to leak hot gas when fired, but Burnside's design eliminated this problem. In 1857, the Burnside carbine won a competition at West Point against

    Burnside carbine

    Burnside_carbine

  • List of Russian mathematicians
  • Sergei Adian, known for his work in group theory, especially on the Burnside problem Aleksandr Aleksandrov, developer of CAT(k) space and Alexandrov's uniqueness

    List of Russian mathematicians

    List of Russian mathematicians

    List_of_Russian_mathematicians

  • List of problems in loop theory and quasigroup theory
  • open problems. As in other areas of mathematics, such problems are often made public at professional conferences and meetings. Many of the problems posed

    List of problems in loop theory and quasigroup theory

    List_of_problems_in_loop_theory_and_quasigroup_theory

  • Michael Vaughan-Lee
  • Mathematician

    Restricted Burnside Problem (Oxford University Press, 1st ed., 1990; 2nd ed., 1993). (with E. I. Zel'manov) "Upper bounds in the restricted Burnside problem",

    Michael Vaughan-Lee

    Michael_Vaughan-Lee

  • Powerful p-group
  • automorphisms of p-groups (Khukhro 1998), the solution of the restricted Burnside problem (Vaughan-Lee 1993), the classification of finite p-groups via the coclass

    Powerful p-group

    Powerful_p-group

  • Kurosh problem
  • Mathematical problem

    the Burnside problem in group theory. Kurosh asked whether there can be a finitely-generated infinite-dimensional algebraic algebra (the problem being

    Kurosh problem

    Kurosh_problem

  • Burnside
  • Topics referred to by the same term

    Look up Burnside or burnside in Wiktionary, the free dictionary. Burnside may refer to: Burnside Ridges, Oates Land City of Burnside, a local government

    Burnside

    Burnside

  • Small cancellation theory
  • word problem solvable by Dehn's algorithm. Small cancellation methods are also used for constructing Tarski monsters, and for solutions of Burnside's problem

    Small cancellation theory

    Small_cancellation_theory

  • Word problem for groups
  • Problem in finite group theory

    Cannonito, F.B.; Lyndon, Roger C. (1973), Word problems : decision problems and the Burnside problem in group theory, Studies in logic and the foundations

    Word problem for groups

    Word_problem_for_groups

  • History of group theory
  • History of a branch of mathematics

    of Serge Lang's map allowed a revolution in algebraic groups. The Burnside problem had tremendous progress, with better counterexamples constructed in

    History of group theory

    History_of_group_theory

  • Boundedly generated group
  • constitutes Golod and Shafarevich's negative solution of the generalized Burnside problem in 1964; later, other explicit examples of infinite finitely generated

    Boundedly generated group

    Boundedly_generated_group

  • List of Russian scientists
  • and Naimark's problem Pyotr Novikov, solved the word problem for groups and Burnside's problem Sergei Novikov, worked on algebraic topology and soliton

    List of Russian scientists

    List_of_Russian_scientists

  • Alexei Kostrikin
  • Russian mathematician (1929–2000)

    Shafarevich at the Steklov Institute of Mathematics with a thesis on the Burnside problem. He became a faculty member at Moscow State University in 1963. Kostrikin

    Alexei Kostrikin

    Alexei_Kostrikin

  • Tarski monster group
  • Type of infinite group in group theory

    counterexamples to conjectures in group theory, most importantly to Burnside's problem and the von Neumann conjecture. A Tarski group is an infinite group

    Tarski monster group

    Tarski_monster_group

  • The Sandbaggers
  • British spy drama television series

    production. The series was produced in Leeds by Yorkshire Television. Neil Burnside (Roy Marsden) is director of operations (D/Ops) in Britain's Secret Intelligence

    The Sandbaggers

    The_Sandbaggers

  • City of Burnside
  • Local government area in South Australia

    The City of Burnside is a local government area in the South Australian city of Adelaide stretching from the Adelaide Parklands into the Adelaide foothills

    City of Burnside

    City of Burnside

    City_of_Burnside

  • Locally finite group
  • Type of group

    theory of locally finite groups (Dixon 1994, p. v.). Similarly to the Burnside problem, mathematicians have wondered whether every infinite group contains

    Locally finite group

    Locally_finite_group

  • Geometric group theory
  • Area in mathematics devoted to the study of finitely generated groups

    Progress on traditional combinatorial group theory topics, such as the Burnside problem, the study of Coxeter groups and Artin groups, and so on (the methods

    Geometric group theory

    Geometric group theory

    Geometric_group_theory

  • Evgeny Golod
  • Russian mathematician

    to the Kurosh–Levitzky problem on the nilpotency of finitely generated nil algebras, and so to a weak form of Burnside's problem. Golod was a student of

    Evgeny Golod

    Evgeny_Golod

  • List of Russian people
  • negative solution for Hilbert's tenth problem Pyotr Novikov, solved the word problem for groups and Burnside's problem Sergey Novikov, worked on algebraic

    List of Russian people

    List of Russian people

    List_of_Russian_people

  • List of long mathematical proofs
  • another 150 pages to these. 1968 – the Novikov–Adian proof solving Burnside's problem on finitely generated infinite groups with finite exponents negatively

    List of long mathematical proofs

    List_of_long_mathematical_proofs

  • Anatoly Shirshov
  • used by his student Efim Zelmanov for the solution of the Restricted Burnside problem. Širšov, Anatoliĭ I. (1953), "Subalgebras of free Lie algebras", Mat

    Anatoly Shirshov

    Anatoly_Shirshov

  • Eliyahu Rips
  • Israeli mathematician of Latvian origin (1948–2024)

    was a specialist in geometric group theory. He published work on the Burnside problem, small cancellation rings, double cosets in hyperbolic groups, properties

    Eliyahu Rips

    Eliyahu Rips

    Eliyahu_Rips

  • Alexander Olshanskii
  • Soviet and Russian mathematician

    new geometric proof of the Novikov--Adyan theorems addressing the Burnside problem. His proof for large odd exponents was notably concise—32 pages compared

    Alexander Olshanskii

    Alexander Olshanskii

    Alexander_Olshanskii

  • United Airlines Flight 173
  • 1978 aviation accident in Oregon

    troubleshooting a landing gear problem and crashed in a suburban Portland neighborhood near NE 157th Avenue and East Burnside Street, killing 10 people on

    United Airlines Flight 173

    United Airlines Flight 173

    United_Airlines_Flight_173

  • Torsion (algebra)
  • Zero divisors in a module

    finite group (abelian or not) is periodic and finitely generated. Burnside's problem, conversely, asks whether a finitely generated periodic group must

    Torsion (algebra)

    Torsion_(algebra)

  • List of group theory topics
  • Exponentiating by squaring Knapsack problem Shor's algorithm Standard Model Symmetry in physics Burnside's problem Classification of finite simple groups

    List of group theory topics

    List of group theory topics

    List_of_group_theory_topics

  • Sue Randall
  • American actress (1935–1984)

    Marion Burnside Randall (October 8, 1935 – October 26, 1984), who acted under the name Sue Randall, was an American television actress whose entire 17-year

    Sue Randall

    Sue Randall

    Sue_Randall

  • Philip Hall
  • English mathematician (1904–1982)

    "On the p-Length of p-Soluble Groups and Reduction Theorems for Burnside's Problem". Proceedings of the London Mathematical Society. s3-6: 1–42. doi:10

    Philip Hall

    Philip Hall

    Philip_Hall

  • List of incomplete proofs
  • proof. In 1973 Britton published a 282-page attempted solution of Burnside's problem. In his proof he assumed the existence of a set of parameters satisfying

    List of incomplete proofs

    List_of_incomplete_proofs

  • Battle of Antietam
  • 1862 battle of the American Civil War

    made crossing the water a comparatively easy part of a difficult problem. Burnside concentrated his plan instead on storming the bridge while simultaneously

    Battle of Antietam

    Battle of Antietam

    Battle_of_Antietam

  • Horace Yomishi Mochizuki
  • American mathematician known for his contributions to group theory

    special award from the National Science Foundation for his work on the Burnside problem. Mochizuki was born in California on 18 May 1937 from parents of Japanese

    Horace Yomishi Mochizuki

    Horace_Yomishi_Mochizuki

  • Koichiro Harada
  • Japanese mathematician

    groups having a strongly p-embedded subgroup. Solve problems around the restricted Burnside problem. 1974: (with Daniel Gorenstein) Finite simple groups

    Koichiro Harada

    Koichiro_Harada

  • Burnside's North Carolina Expedition
  • Aspect of the American Civil War

    Burnside's North Carolina Expedition (also known as the Burnside Expedition) was a series of engagements fought along the North Carolina Coast between

    Burnside's North Carolina Expedition

    Burnside's_North_Carolina_Expedition

  • Pyotr Novikov
  • Soviet mathematician (1901–1975)

    his work on combinatorial problems in group theory: the word problem for groups, and his progress in the Burnside problem. In 1955, he proved the Novikov–Boone

    Pyotr Novikov

    Pyotr_Novikov

  • Absolute presentation of a group
  • Neumann, The isomorphism problem for algebraically closed groups, in: Word Problems, Decision Problems, and the Burnside Problem in Group Theory, Amsterdam-London

    Absolute presentation of a group

    Absolute_presentation_of_a_group

  • List of abstract algebra topics
  • Branch of mathematics that studies algebraic structures

    (group theory) Orbit-stabilizer theorem Cayley's theorem Burnside's lemma Burnside's problem Loop group Fundamental group Ring (mathematics) Commutative

    List of abstract algebra topics

    List_of_abstract_algebra_topics

  • Marshall Hall (mathematician)
  • American mathematician (1910–1990)

    fundamental importance in group theory, including his solution of Burnside's problem for groups of exponent 6, showing that a finitely generated group

    Marshall Hall (mathematician)

    Marshall Hall (mathematician)

    Marshall_Hall_(mathematician)

  • Burnside, Nova Scotia
  • Community in Nova Scotia, Canada

    Burnside is a Canadian urban neighbourhood located along the northeast shore of Bedford Basin of the Halifax Regional Municipality in Dartmouth, Nova Scotia

    Burnside, Nova Scotia

    Burnside, Nova Scotia

    Burnside,_Nova_Scotia

  • Van Kampen diagram
  • "monsters", such as the Tarski Monster, and in geometric solutions of the Burnside problem for periodic groups of large exponent. Relative versions of Van Kampen

    Van Kampen diagram

    Van_Kampen_diagram

  • Robert Carradine
  • American actor (1954–2026)

    Taylor Direct-to-video Stray Bullet John Burnside The Vegas Connection Matt Chance 2000 Dangerous Curves John Burnside 2001 Ghosts of Mars Rodale Max Keeble's

    Robert Carradine

    Robert Carradine

    Robert_Carradine

  • Burnside Fountain
  • Drinking fountain with statue in Worcester, Massachusetts, United States

    The Burnside Fountain is a non-functioning drinking fountain at the southeast corner of Worcester Common in Worcester, Massachusetts. It consists of two

    Burnside Fountain

    Burnside Fountain

    Burnside_Fountain

  • Burnside, South Lanarkshire
  • Human settlement in Scotland

    estates which subsequently surrounded Burnside to the south and west were built to alleviate housing problems in central Rutherglen and in Cambuslang

    Burnside, South Lanarkshire

    Burnside, South Lanarkshire

    Burnside,_South_Lanarkshire

  • Lyndon word
  • String that is strictly smaller in lexicographic order than all of its rotations

    Mass., ISBN 978-0-201-13516-9, MR 0675953 Lyndon, R. C. (1954), "On Burnside's problem", Transactions of the American Mathematical Society, 77 (2): 202–215

    Lyndon word

    Lyndon_word

  • Burnside–Butler syndrome
  • Medical condition

    Burnside–Butler syndrome is a name that has been applied to the effects of microdeletion of DNA sequences involving four neurodevelopmental genes (TUBGCP5

    Burnside–Butler syndrome

    Burnside–Butler_syndrome

  • Battle of the Crater
  • Military action of the American Civil War

    Union forces exploded a mine across from Union Major General Ambrose E. Burnside's IX Corps sector, blowing a gap in the Confederate defenses of Petersburg

    Battle of the Crater

    Battle of the Crater

    Battle_of_the_Crater

  • Scott Burnside
  • Canadian sportswriter (born 1963)

    Scott Burnside (born 1963) is a Canadian sportswriter. Burnside began a career in sportswriting with the Windsor Star where he covered the Stanley Cup

    Scott Burnside

    Scott_Burnside

  • Jordan–Schur theorem
  • Theorem on finite linear groups

    Pink used a different approach that avoids depending on the CFSG. Burnside's problem Curtis, Charles; Reiner, Irving (1962). Representation Theory of Finite

    Jordan–Schur theorem

    Jordan–Schur_theorem

  • William Bosi
  • Scottish rock climber (born 1998)

    Bosi repeats Spots of Time, 9A". UK Climbing. Retrieved 16 August 2025. Burnside, Peter (16 July 2018). "5th for Will Bosi at Chamonix IFSC Lead World Cup"

    William Bosi

    William Bosi

    William_Bosi

  • Roy Marsden
  • English actor (b. 1941)

    dramatisations (1983–1998) of P. D. James's detective novels, and Neil Burnside in the spy drama The Sandbaggers (1979–1980). Marsden was born on 25 June

    Roy Marsden

    Roy Marsden

    Roy_Marsden

  • Sinners (2025 film)
  • 2025 film by Ryan Coogler

    over five days with musicians such as Alvin Youngblood Hart and Cedric Burnside. Mitchell also brought in other blues musicians such as Brittany Howard

    Sinners (2025 film)

    Sinners_(2025_film)

  • Rook polynomial
  • Generating polynomial of the number of ways to place non-attacking rooks on a chessboard

    determined; it is a difficult problem." The problem reduces to that of counting symmetric arrangements via Burnside's lemma. John Riordan, Introduction

    Rook polynomial

    Rook_polynomial

  • Hall–Higman theorem
  • Theorem in group theory

    "On the p-length of p-soluble groups and reduction theorems for Burnside's problem", Proceedings of the London Mathematical Society, Third Series, 6:

    Hall–Higman theorem

    Hall–Higman_theorem

  • The Goal (novel)
  • 1985 novel by Eliyahu M. Goldratt

    director / sales manager Hilton Smyth – assistant division controller Bucky Burnside – president of UniCo's biggest customer List of project management topics

    The Goal (novel)

    The_Goal_(novel)

  • Pose (TV series)
  • 2018 American drama television series

    Charlayne Woodard, Hailie Sahar, Angelica Ross, Angel Bismark Curiel, Dyllón Burnside, Sandra Bernhard, Jason A. Rodriguez, Evan Peters, Kate Mara, and James

    Pose (TV series)

    Pose_(TV_series)

  • Mathematics of Sudoku
  • Mathematical investigation of Sudoku

    solutions is then the number of orbits, which can be computed using Burnside's lemma. The Burnside fixed points are grids that either do not change under the rearrangement

    Mathematics of Sudoku

    Mathematics of Sudoku

    Mathematics_of_Sudoku

  • 2018 U.S. prison strike
  • Penal labor dispute in the United States

    lockdown on August 20 as a preemptive measure. On August 19, prisoners in the Burnside jail in Nova Scotia, Canada held a protest and released a statement in

    2018 U.S. prison strike

    2018_U.S._prison_strike

  • Battle of the Wilderness
  • Major battle of the American Civil War

    George G. Meade, and Major General Ambrose E. Burnside was commander of the IX Corps. Both Meade and Burnside reported to Grant, who rode with Meade and

    Battle of the Wilderness

    Battle of the Wilderness

    Battle_of_the_Wilderness

  • Lightyear (film)
  • 2022 film by Angus MacLane

    faster-than-light speeds. Against the orders of Alisha's successor Commander Cal Burnside, Buzz, accompanied by Sox, uses the new fuel composition for a successful

    Lightyear (film)

    Lightyear_(film)

  • Pólya enumeration theorem
  • Formula for number of orbits of a group action

    theorem in combinatorics that both follows from and ultimately generalizes Burnside's lemma on the number of orbits of a group action on a set. The theorem

    Pólya enumeration theorem

    Pólya_enumeration_theorem

  • Burnside Triangle
  • Human settlement in Portland, Oregon, U.S.

    The Burnside Triangle, also known as the Pink Triangle or Vaseline Alley, was a triangular district and LGBTQ enclave in Portland, Oregon, United States

    Burnside Triangle

    Burnside Triangle

    Burnside_Triangle

  • Battle of Spotsylvania Court House
  • 1864 battle of the American Civil War

    of the Civil War. Supporting attacks by Warren and by Maj. Gen. Ambrose Burnside were unsuccessful. Grant repositioned his lines in another attempt to engage

    Battle of Spotsylvania Court House

    Battle of Spotsylvania Court House

    Battle_of_Spotsylvania_Court_House

  • Rostislav Grigorchuk
  • Ukrainian mathematician

    Journal Editorial Board, Matematychni Studii R. I. Grigorchuk. On Burnside's problem on periodic groups. (Russian) Funktsionalnyi Analiz i ego Prilozheniya

    Rostislav Grigorchuk

    Rostislav_Grigorchuk

  • Roderick Williams
  • British baritone and composer (born 1965)

    mezzo-soprano, Iain Burnside, piano. 2002 Black Box I said to Love - Let Us Garlands Bring - Before and After Summer Finzi With Iain Burnside, piano 2004 Naxos

    Roderick Williams

    Roderick_Williams

  • Harry Hay
  • American gay rights activist (1912–2002)

    1969. After moving to New Mexico in 1970 with his longtime partner John Burnside, Native American religions influenced the couple to cofound the Radical

    Harry Hay

    Harry Hay

    Harry_Hay

  • Rutherglen
  • Town in South Lanarkshire, Scotland

    steep hill between Burnside and Overtoun Park, which has some views on Broomieknowe Road and includes Rutherglen Cemetery. High Burnside is also a residential

    Rutherglen

    Rutherglen

    Rutherglen

  • Abraham Lincoln
  • President of the United States from 1861 to 1865

    Lincoln replaced Buell with William Rosecrans and McClellan with Ambrose Burnside; according to Donald, this was a "shrewd" political move as they were non-partisan—unlike

    Abraham Lincoln

    Abraham Lincoln

    Abraham_Lincoln

  • Jamie McShane
  • American actor

    Clint Episode: "White Truck" 2014–2016 Murder in the First M.E. Justin Burnside 19 episodes 2014–2017 Scorpion Patrick Quinn 5 episodes 2014–2018 The Fosters

    Jamie McShane

    Jamie McShane

    Jamie_McShane

  • Sinners (soundtrack)
  • Soundtrack and score to the 2025 film

    with Mitchell and musicians including Alvin Youngblood Hart and Cedric Burnside. Mitchell also worked with other blues musicians including Brittany Howard

    Sinners (soundtrack)

    Sinners_(soundtrack)

  • Andie MacDowell
  • American actress and model (born 1958)

    the original on November 22, 2025. Retrieved November 22, 2025. "Dyllón Burnside to Star in Indie Comedy Series 'The Right Side'". Blex Media. January 9

    Andie MacDowell

    Andie MacDowell

    Andie_MacDowell

  • American Civil War
  • 1861–1865 conflict in the United States

    North at Antietam, leading to his replacement by Maj. Gen. Ambrose Burnside. Burnside led Union Army troops in the Battle of Fredericksburg, where they

    American Civil War

    American Civil War

    American_Civil_War

  • Free Willy
  • 1993 adventure drama film

    Square, Morrison Bridge, 14th Street Pier, Tom McCall Waterfront Park, Burnside Skatepark and Oaks Amusement Park. The climactic jump scene takes place

    Free Willy

    Free_Willy

  • Invariant subspace
  • Subspace preserved by a linear mapping

    asserts that Lat(Σ) contains non-trivial elements for certain Σ. Theorem (Burnside)—Assume V is a complex vector space of finite dimension. For every proper

    Invariant subspace

    Invariant_subspace

  • Spencer repeating rifle
  • World's first military metallic-cartridge repeating rifle

    manufactured in the United States by the Spencer Repeating Rifle Co. and Burnside Rifle Co. between 1860 and 1869. The Spencer repeating rifle was adopted

    Spencer repeating rifle

    Spencer_repeating_rifle

  • Radical Faeries
  • Counter-cultural movement

    States. Gay activists Harry Hay, Mitch Walker, Don Kilhefner, and John Burnside organized the first Spiritual Conference for Radical Faeries in September

    Radical Faeries

    Radical Faeries

    Radical_Faeries

  • Dulwich, South Australia
  • Suburb of Adelaide, South Australia

    Dulwich /ˈdʌlɪtʃ/ is a suburb in the City of Burnside, Adelaide, South Australia with a census area population of 2,663 people. The suburb is adjacent

    Dulwich, South Australia

    Dulwich, South Australia

    Dulwich,_South_Australia

  • St. Brendan's, Newfoundland and Labrador
  • Community in Newfoundland and Labrador, Canada

    Brendan's is inaccessible by road and is served by a daily ferry service from Burnside. St. Gabriel's All Grade is the only school in the community and in 2018

    St. Brendan's, Newfoundland and Labrador

    St. Brendan's, Newfoundland and Labrador

    St._Brendan's,_Newfoundland_and_Labrador

  • 2:00 P.M. (The Pitt season 2)
  • 8th episode of the 2nd season of The Pitt

    hospital tries to accommodate to its analog status, but the staff faces many problems without the access to the computer system. The episode received positive

    2:00 P.M. (The Pitt season 2)

    2:00_P.M._(The_Pitt_season_2)

  • List of conjectures
  • Millennium Prize Problems Painlevé conjecture Mathematical fallacy Superseded theories in science List of incomplete proofs List of unsolved problems in mathematics

    List of conjectures

    List_of_conjectures

  • Knoxville campaign
  • 1863 campaign in the American Civil War

    the Army of Northern Virginia. Union Army forces under Maj. Gen. Ambrose Burnside occupied Knoxville, Tennessee, and Confederate States Army forces under

    Knoxville campaign

    Knoxville campaign

    Knoxville_campaign

  • Lemma (mathematics)
  • Theorem for proving more complex theorems

    originally minor purpose. These include, among others: Bézout's lemma Burnside's lemma Dehn's lemma Euclid's lemma Farkas' lemma Fatou's lemma Gauss's

    Lemma (mathematics)

    Lemma_(mathematics)

  • Uniformly bounded representation
  • Monod, Nicolas; Ozawa, Narutaka (2010), "The Dixmier problem, lamplighters and Burnside groups", Journal of Functional Analysis, 258: 255–259, arXiv:0902

    Uniformly bounded representation

    Uniformly_bounded_representation

  • Ross 308
  • Breed of fast-growing chicken

    Duggan, Brendan; Souza, Eduardo; Mason, James; Ralph, John; Rohlf, Paige; Burnside, Tim; Kranis, Andreas; Bailey, Richard (2023-10-09). "Evolutions in Commercial

    Ross 308

    Ross 308

    Ross_308

  • Olivia Chow
  • Canadian politician (born 1957)

    her election in 2023, Chow appointed councillors Amber Morley and Jon Burnside, a former police officer, to the Toronto Police Service Board (TPSB). During

    Olivia Chow

    Olivia Chow

    Olivia_Chow

  • List of films with post-credits scenes
  • of outtakes ending credits. Lightyear In a mid-credits scene, Commander Burnside is shown relaxing in his office and touting his laser shield after it successfully

    List of films with post-credits scenes

    List_of_films_with_post-credits_scenes

  • Prime number
  • Number divisible only by 1 and itself

    Lagrange's theorem, any group of prime order is a cyclic group, and by Burnside's theorem any group whose order is divisible by only two primes is solvable

    Prime number

    Prime number

    Prime_number

  • The Mentalist season 2
  • Season of television series

    Currie Graham as Walter Mashburn ("Redline") Nick Searcy as Sheriff Andy Burnside ("Red Letter") John Kapelos as Hank Draber ("Blood Money") Raphael Sbarge

    The Mentalist season 2

    The_Mentalist_season_2

  • The Bill
  • British police procedural television series (1984–2010)

    Investigation Team spin-off (2005). Christopher Ellison played Frank Burnside from 1984 to 2000. Burnside was a recurring character as a DS in the early years before

    The Bill

    The_Bill

  • Isiah Whitlock Jr.
  • American actor (1954–2025)

    2026. Ebert, Roger (August 15, 2012). "First you have to admit there's a problem movie review (2012) | Roger Ebert". www.rogerebert.com. Retrieved January

    Isiah Whitlock Jr.

    Isiah Whitlock Jr.

    Isiah_Whitlock_Jr.

  • Patrick Roy
  • Canadian ice hockey player (born 1965)

    wins Jack Adams Award". National Hockey League. Retrieved June 30, 2016. Burnside, Scott. "Patrick Roy's resignation shocks the Colorado Avalanche, but we

    Patrick Roy

    Patrick Roy

    Patrick_Roy

AI & ChatGPT searchs for online references containing BURNSIDE PROBLEM

BURNSIDE PROBLEM

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BURNSIDE PROBLEM

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BURNSIDE PROBLEM

Follow users with usernames @BURNSIDE PROBLEM or posting hashtags containing #BURNSIDE PROBLEM

BURNSIDE PROBLEM

Online names & meanings

  • Wishi
  • Girl/Female

    Hindu, Indian

    Wishi

    Fulfill Wish

  • Shazia | شازیا
  • Girl/Female

    Muslim

    Shazia | شازیا

    Fragrance

  • Vindhyavasini | வித்தயாவாஸீநீ
  • Girl/Female

    Tamil

    Vindhyavasini | வித்தயாவாஸீநீ

    Resident of the vindhyas

  • CHEVRON
  • Male

    Hebrew

    CHEVRON

     Variant spelling of Hebrew Chebrown, CHEVRON means "alliance, association." 

  • Turk
  • Surname or Lastname

    English (mainly Gloucestershire), Dutch, and German (also Türk)

    Turk

    English (mainly Gloucestershire), Dutch, and German (also Türk) : from Middle English, Old French turc, Middle High and Low German Turc ‘Turk’, from Turkish türk. In theory this could be an ethnic name but, both in England and northwest Europe, it is generally a nickname for a person with black hair and a swarthy complexion or a cruel, rowdy, or unruly person. The Dutch and German surname also represents a house name, derived from the use of a picture of a Turk as a house sign. It is also found as a nickname for someone who had taken part in the wars against the Turks.English : from a medieval personal name, a back-formation from Turkel, misanalyzed as containing the Old French diminutive suffix -el.Scottish : reduced Anglicized form of Gaelic Mac Tuirc, a patronymic from the byname Torc ‘boar’.Jewish (Ashkenazic) : ethnic name denoting someone from Turkey or anywhere in the Ottoman Empire, or a nickname for someone thought to resemble a Turk.Americanized form of the Greek ethnic name Tourkos ‘Turk’. See also Turco.

  • Litya
  • Boy/Male

    Indian

    Litya

    Beautiful

  • MIL
  • Male

    Irish

    MIL

    Irish legend name (Mil Espane "Mil of Spain") of the father of Éibhear Dunn and Éibhear Finn, who conquered Ireland. Possibly derived from the Latin word miles, MIL means "soldier."

  • Ghayad
  • Girl/Female

    Arabic

    Ghayad

    Delicacy; Slender; Softness of a Woman

  • Perazim
  • Biblical

    Perazim

    divisions

  • Pettiford
  • Surname or Lastname

    English (of Norman origin)

    Pettiford

    English (of Norman origin) : nickname from Old French pied de fer ‘iron foot’, given perhaps to someone with an artificial foot or leg, or to a tireless walker or messenger.

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  • Questionable
  • a.

    Liable to question; subject to be doubted or called in question; problematical; doubtful; suspicious.

  • Sum
  • n.

    A problem to be solved, or an example to be wrought out.

  • Problematist
  • n.

    One who proposes problems.

  • Problematic
  • a.

    Alt. of Problematical

  • Tackle
  • n.

    To begin to deal with; as, to tackle the problem.

  • Stick
  • n.

    To cause to stick; to bring to a stand; to pose; to puzzle; as, to stick one with a hard problem.

  • Problematical
  • a.

    Having the nature of a problem; not shown in fact; questionable; uncertain; unsettled; doubtful.

  • Understand
  • v. t.

    To have just and adequate ideas of; to apprehended the meaning or intention of; to have knowledge of; to comprehend; to know; as, to understand a problem in Euclid; to understand a proposition or a declaration; the court understands the advocate or his argument; to understand the sacred oracles; to understand a nod or a wink.

  • Uncertain
  • a.

    Questionable; equivocal; indefinite; problematical.

  • Simple
  • a.

    Single; not complex; not infolded or entangled; uncombined; not compounded; not blended with something else; not complicated; as, a simple substance; a simple idea; a simple sound; a simple machine; a simple problem; simple tasks.

  • Soluble
  • a.

    Susceptible of being solved; as, a soluble algebraic problem; susceptible of being disentangled, unraveled, or explained; as, the mystery is perhaps soluble.

  • Problematize
  • v. t.

    To propose problems.

  • Virial
  • n.

    A certain function relating to a system of forces and their points of application, -- first used by Clausius in the investigation of problems in molecular physics.

  • Solubility
  • n.

    The quality, condition, or degree of being soluble or solvable; as, the solubility of a salt; the solubility of a problem or intricate difficulty.

  • Solution
  • n.

    The act of solving, or the state of being solved; the disentanglement of any intricate problem or difficult question; explanation; clearing up; -- used especially in mathematics, either of the process of solving an equation or problem, or the result of the process.

  • Rider
  • n.

    A problem of more than usual difficulty added to another on an examination paper.

  • Mesolabe
  • n.

    An instrument of the ancients for finding two mean proportionals between two given lines, required in solving the problem of the duplication of the cube.

  • Solvability
  • n.

    The quality or state of being solvable; as, the solvability of a difficulty; the solvability of a problem.

  • Solve
  • v. t.

    To explain; to resolve; to unfold; to clear up (what is obscure or difficult to be understood); to work out to a result or conclusion; as, to solve a doubt; to solve difficulties; to solve a problem.

  • Burnie
  • n.

    A small brook.