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FKT ALGORITHM

  • FKT algorithm
  • Algorithm for counting perfect matchings in planar graphs

    The Fisher–Kasteleyn–Temperley (FKT) algorithm, named after Michael Fisher, Pieter Kasteleyn, and Neville Temperley, counts the number of perfect matchings

    FKT algorithm

    FKT_algorithm

  • FKT
  • Topics referred to by the same term

    FKT may refer to: Falkland Islands Time Fastest known time, to complete a route Fin Komodo Teknologi, company of Indonesia FKT algorithm, in graph theory

    FKT

    FKT

  • Matching (graph theory)
  • Set of edges without common vertices

    in a planar graph can be computed exactly in polynomial time via the FKT algorithm. The number of perfect matchings in a complete graph Kn (with n even)

    Matching (graph theory)

    Matching_(graph_theory)

  • Holographic algorithm
  • Algorithm using holographic reduction

    latter problem is tractable by the FKT algorithm, which dates to the 1960s. Soon after, Valiant found holographic algorithms with reductions to matchgates

    Holographic algorithm

    Holographic_algorithm

  • Perfect matching
  • Matching which covers every node of the graph

    in a planar graph can be computed exactly in polynomial time via the FKT algorithm. The number of perfect matchings in a complete graph Kn (with n even)

    Perfect matching

    Perfect_matching

  • Orientation (graph theory)
  • Assigning directions to the edges of an undirected graph

    planar graphs, but not for certain other graphs. They are used in the FKT algorithm for counting perfect matchings. Connex relation Diestel, Reinhard (2005)

    Orientation (graph theory)

    Orientation (graph theory)

    Orientation_(graph_theory)

  • Tutte polynomial
  • Algebraic encoding of graph connectivity

    H_{2}} , can be expressed as a Pfaffian and computed efficiently via the FKT algorithm. This idea was developed by Fisher, Kasteleyn, and Temperley to compute

    Tutte polynomial

    Tutte polynomial

    Tutte_polynomial

  • Pfaffian orientation
  • the perfect matchings of the graph. This is the main idea behind the FKT algorithm for counting perfect matchings in planar graphs, which always have Pfaffian

    Pfaffian orientation

    Pfaffian orientation

    Pfaffian_orientation

  • Computing the permanent
  • Problem in linear algebra

    matchings in a graph. For planar graphs (regardless of bipartiteness), the FKT algorithm computes the number of perfect matchings in polynomial time by changing

    Computing the permanent

    Computing_the_permanent

  • Pfaffian
  • Square root of the determinant of a skew-symmetric square matrix

    is given by a Pfaffian, hence is polynomial time computable via the FKT algorithm. This is surprising given that for general graphs, the problem is very

    Pfaffian

    Pfaffian

    Pfaffian

  • List of graph theory topics
  • generation algorithm Ant colony algorithm Breadth-first search Depth-first search Depth-limited search FKT algorithm Flood fill Graph exploration algorithm Matching

    List of graph theory topics

    List_of_graph_theory_topics

  • Michael Fisher
  • English physicist (1931–2021)

    Alma mater King's College London Known for Theory of phase transitions FKT algorithm Awards Irving Langmuir Award (1971) Wolf Prize (1980) Boltzmann Medal

    Michael Fisher

    Michael_Fisher

  • Pieter Kasteleyn
  • Dutch physicist (1924–1996)

    he independently discovered combinatorial Fisher-Kasteleyn-Temperley algorithm. In a series of papers with C. M. Fortuin he developed random cluster

    Pieter Kasteleyn

    Pieter_Kasteleyn

  • Neville Temperley
  • British applied mathematician

    1098/rspa.1971.0067. JSTOR 77727. S2CID 122770421. Temperley–Lieb algebra FKT algorithm "Western Gazette 7 March 2015". Archived from the original on 18 May

    Neville Temperley

    Neville_Temperley

  • Generalized balanced ternary
  • of Photogrammetry, Cartography and Remote Sensing. 22: 363. Bibcode:2011ArFKT..22..363S. de Kinder, R. E. Jr.; Barnes, J. R. (August 1997). "The Generalized

    Generalized balanced ternary

    Generalized_balanced_ternary

  • High Com
  • Noise reduction system

    compander system - Basics and applications]. Fernseh- und Kinotechnik [de] (FKT) (Speech at the FKTG Tagung) (in German). Vol. 30, no. 12. Freiburg, Germany

    High Com

    High_Com

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Online names & meanings

  • Tanesh
  • Boy/Male

    Hindu

    Tanesh

  • Romeo
  • Boy/Male

    Spanish American Italian Latin Shakespearean

    Romeo

    From Rome.

  • Lauris
  • Boy/Male

    Australian, Dutch, French, Latin, Swedish

    Lauris

    Man from Laurentum

  • Mains
  • Surname or Lastname

    Scottish and northern English

    Mains

    Scottish and northern English : topographic name for a dweller at the chief farm (or home farm) on an estate, Scottish mains, or a habitational name from any of the various minor places named with this word (originally a shortened form of domain, later associated with the adjective main ‘principal’).English and Scottish : variant of Main 1–4.

  • Joyjeet
  • Boy/Male

    Hindu, Indian, Punjabi, Sikh, Tamil

    Joyjeet

    Winner of Happiness / Joy

  • Samanaya
  • Girl/Female

    Assamese, Indian

    Samanaya

    General

  • Yuvina
  • Girl/Female

    Hindu, Indian, Marathi, Tamil, Telugu

    Yuvina

    Young Lady

  • Mansur
  • Boy/Male

    Afghan, Arabic, German, Hindu, Indian, Lebanese, Muslim, Sindhi

    Mansur

    Victorious; Aided by God; Another Name for Prophet Muhammad; Divinely Aided

  • Abhineet
  • Boy/Male

    Gujarati, Hindu, Indian, Kannada

    Abhineet

    Perfect

  • Shridevi
  • Girl/Female

    Hindu

    Shridevi

    Goddess of wealth

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Other words and meanings similar to

FKT ALGORITHM

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FKT ALGORITHM

  • Fat
  • a.

    To make fat; to fatten; to make plump and fleshy with abundant food; as, to fat fowls or sheep.

  • Fat
  • superl.

    Fleshy; characterized by fatness; plump; corpulent; not lean; as, a fat man; a fat ox.

  • Fat
  • superl.

    Fertile; productive; as, a fat soil; a fat pasture.

  • Shapely
  • superl.

    Fit; suitable.

  • Fitting
  • p. pr. & vb. n.

    of Fit

  • Fat
  • n.

    The best or richest productions; the best part; as, to live on the fat of the land.

  • Propice
  • a.

    Fit; propitious.

  • Fit
  • n.

    A sudden and violent attack of a disorder; a stroke of disease, as of epilepsy or apoplexy, which produces convulsions or unconsciousness; a convulsion; a paroxysm; hence, a period of exacerbation of a disease; in general, an attack of disease; as, a fit of sickness.

  • Fat
  • superl.

    Of a character which enables the compositor to make large wages; -- said of matter containing blank, cuts, or many leads, etc.; as, a fat take; a fat page.

  • Fit
  • v. t.

    To make fit or suitable; to adapt to the purpose intended; to qualify; to put into a condition of readiness or preparation.

  • Fittable
  • a.

    Suitable; fit.

  • Fit
  • n.

    The quality of being fit; adjustment; adaptedness; as of dress to the person of the wearer.

  • Fat
  • superl.

    Abounding with fat

  • Willsome
  • a.

    Fat; indolent.

  • Fit
  • n.

    A mood of any kind which masters or possesses one for a time; a temporary, absorbing affection; a paroxysm; as, a fit melancholy, of passion, or of laughter.

  • Fat
  • v. i.

    To grow fat, plump, and fleshy.

  • Fat
  • superl.

    Rich; producing a large income; desirable; as, a fat benefice; a fat office; a fat job.

  • Fat
  • superl.

    Exhibiting the qualities of a fat animal; coarse; heavy; gross; dull; stupid.

  • Fitted
  • imp. & p. p.

    of Fit

  • Fit
  • v. t.

    To supply with something that is suitable or fit, or that is shaped and adjusted to the use required.