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TUTTE PATH

  • Tutte path
  • Concept in graph theory

    In graph theory, a Tutte path is a path P {\displaystyle P} within a graph G {\displaystyle G} such that every connected component that remains after removing

    Tutte path

    Tutte path

    Tutte_path

  • Hamiltonian path problem
  • Problem of finding a cycle through all vertices of a graph

    a so-called Tutte path. Tutte proved this result by showing that every 2-connected planar graph contains a Tutte path. Tutte paths in turn can be computed

    Hamiltonian path problem

    Hamiltonian_path_problem

  • Tutte's theorem
  • Topics referred to by the same term

    from systems of idealized springs Tutte homotopy theorem, on the composition of generalized paths in matroids Hanani–Tutte theorem on the parity of edge crossings

    Tutte's theorem

    Tutte's_theorem

  • Hamiltonian path
  • Path in a graph that visits each vertex exactly once

    In the mathematical field of graph theory, a Hamiltonian path (or traceable path) is a path in an undirected or directed graph that visits each vertex

    Hamiltonian path

    Hamiltonian path

    Hamiltonian_path

  • Tutte graph
  • mathematical field of graph theory, the Tutte graph is a 3-regular graph with 46 vertices and 69 edges named after W. T. Tutte. It has chromatic number 3, chromatic

    Tutte graph

    Tutte graph

    Tutte_graph

  • Eulerian path
  • Trail in a graph that visits each edge once

     343–350, doi:10.1145/335305.335345, S2CID 128282 W. T. Tutte and C. A. B. Smith (1941) "On Unicursal Paths in a Network of Degree 4", American Mathematical

    Eulerian path

    Eulerian path

    Eulerian_path

  • Tutte homotopy theorem
  • On composition of paths in matroids

    Tutte's homotopy theorem, introduced by Tutte (1958), generalises the concept of "path" from graphs to matroids, and states roughly that closed paths

    Tutte homotopy theorem

    Tutte_homotopy_theorem

  • Tutte–Coxeter graph
  • 3-regular graph with 30 vertices and 45 edges

    In the mathematical field of graph theory, the Tutte–Coxeter graph or Tutte eight-cage or Cremona–Richmond graph is a 3-regular graph with 30 vertices

    Tutte–Coxeter graph

    Tutte–Coxeter graph

    Tutte–Coxeter_graph

  • Tutte–Berge formula
  • Characterization of the size of a maximum matching in a graph

    graph theory the Tutte–Berge formula is a characterization of the size of a maximum matching in a graph. It is a generalization of Tutte's theorem on perfect

    Tutte–Berge formula

    Tutte–Berge formula

    Tutte–Berge_formula

  • Tait's conjecture
  • Disproven graph theory

    vertices". It was proposed by P. G. Tait (1884) and disproved by W. T. Tutte (1946), who constructed a counterexample with 25 faces, 69 edges and 46

    Tait's conjecture

    Tait's_conjecture

  • Tutte's theorem on perfect matchings
  • Characterization of graphs with perfect matchings

    In the mathematical discipline of graph theory, the Tutte theorem, named after William Thomas Tutte, is a characterization of finite undirected graphs

    Tutte's theorem on perfect matchings

    Tutte's theorem on perfect matchings

    Tutte's_theorem_on_perfect_matchings

  • Walther graph
  • Planar bipartite graph with 25 vertices and 31 edges

    resulting graph has no Hamiltonian path. This property was used by Tutte when combining three Walther graphs to produce the Tutte graph, the first known counterexample

    Walther graph

    Walther graph

    Walther_graph

  • Chromatic polynomial
  • Function in algebraic graph theory

    the four color problem. It was generalised to the Tutte polynomial by Hassler Whitney and W. T. Tutte, linking it to the Potts model of statistical physics

    Chromatic polynomial

    Chromatic polynomial

    Chromatic_polynomial

  • Matroid
  • Abstraction of linear independence of vectors

    tools he used to prove many of his results: the "Path theorem" "Tutte homotopy theorem" (see, e.g., Tutte (1965)) which are so complicated that later theorists

    Matroid

    Matroid

  • Graph coloring
  • Methodic assignment of colors to elements of a graph

    to study the coloring problem, which was generalised to the Tutte polynomial by W. T. Tutte, both of which are important invariants in algebraic graph

    Graph coloring

    Graph coloring

    Graph_coloring

  • Spanning tree
  • Tree which includes all vertices of a graph

    different spanning trees, each consisting of a single one of these edges. The Tutte polynomial of a graph can be defined as a sum, over the spanning trees of

    Spanning tree

    Spanning tree

    Spanning_tree

  • Italo Calvino
  • Italian author (1923–1985)

    London: Vintage, 1998. —. The Path to the Nest of Spiders (trans. Archibald Colquhoun). Boston: Beacon, 1957. —. The Path to the Spiders' Nests (trans

    Italo Calvino

    Italo Calvino

    Italo_Calvino

  • Peripheral cycle
  • Graph cycle which does not separate remaining elements

    initially called, peripheral polygons, because Tutte called cycles "polygons") were first studied by Tutte (1963), and play important roles in the characterization

    Peripheral cycle

    Peripheral cycle

    Peripheral_cycle

  • Polyhedral graph
  • Graph made from vertices and edges of a convex polyhedron

    of a convex polygon into smaller convex polygons may be found using the Tutte embedding. Tait conjectured that every cubic polyhedral graph (that is,

    Polyhedral graph

    Polyhedral graph

    Polyhedral_graph

  • Tutte's theorem on Hamiltonian cycles
  • On Hamiltonian cycles in planar graphs

    In graph theory, a theorem of W. T. Tutte states that every 4-vertex-connected planar graph has a Hamiltonian cycle. It strengthens an earlier theorem

    Tutte's theorem on Hamiltonian cycles

    Tutte's_theorem_on_Hamiltonian_cycles

  • List of graphs
  • Sousselier graph Poussin graph Robertson graph Sylvester graph Tutte's fragment Tutte graph Young–Fibonacci graph Wagner graph Wells graph Wiener–Araya

    List of graphs

    List_of_graphs

  • Petersen graph
  • Cubic graph with 10 vertices and 15 edges

    from 1898 until 1946. The snark theorem, a result conjectured by W. T. Tutte and announced in 2001 by Robertson, Sanders, Seymour, and Thomas, states

    Petersen graph

    Petersen graph

    Petersen_graph

  • Cubic graph
  • Graph with all vertices of degree 3

    graph, the Coxeter graph, the Tutte–Coxeter graph, the Dyck graph, the Foster graph and the Biggs–Smith graph. W. T. Tutte classified the symmetric cubic

    Cubic graph

    Cubic graph

    Cubic_graph

  • Component (graph theory)
  • Maximal subgraph whose vertices can reach each other

    play a key role in Tutte's theorem on perfect matchings characterizing finite graphs that have perfect matchings and the associated Tutte–Berge formula for

    Component (graph theory)

    Component (graph theory)

    Component_(graph_theory)

  • BEST theorem
  • Formula used in graph theory

    Scientiarum Petropolitanae (in Latin), 8: 128–140. Tutte, W. T.; Smith, C. A. B. (1941), "On unicursal paths in a network of degree 4", American Mathematical

    BEST theorem

    BEST_theorem

  • Imma Tataranni: Deputy Prosecutor
  • 2019 Italian TV series or program

    Dente, Giusy (25 September 2023). "Dove è stato girato Imma Tataranni 3, tutte le location della serie". Fanpage.it (in Italian). Retrieved 16 August 2024

    Imma Tataranni: Deputy Prosecutor

    Imma_Tataranni:_Deputy_Prosecutor

  • Group centrality
  • Concept in graph theory and network analysis

    - t {\textstyle t} paths and σ s t ( S ) {\textstyle \sigma _{st}(S)} is the number of s {\textstyle s} - t {\textstyle t} paths passing through S {\textstyle

    Group centrality

    Group centrality

    Group_centrality

  • Grünbaum–Nash-Williams conjecture
  • On Hamiltonian cycles in toroidal graphs

    4-vertex-connected toroidal graph has a Hamiltonian cycle. It is a generalization of Tutte's theorem on Hamiltonian cycles, according to which every 4-vertex-connected

    Grünbaum–Nash-Williams conjecture

    Grünbaum–Nash-Williams conjecture

    Grünbaum–Nash-Williams_conjecture

  • Graph theory
  • Area of discrete mathematics

    graph theory also studies the algebraic invariants, chromatic polynomial, Tutte polynomial of a graph, and knot invariant. A graph invariant is a property

    Graph theory

    Graph theory

    Graph_theory

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

    characterization of bipartite graphs which have a perfect matching and Tutte's theorem on perfect matchings provides a characterization for arbitrary

    Matching (graph theory)

    Matching_(graph_theory)

  • Toyota Hilux
  • Series of pickup trucks

    p. 151, 81531/89001 Mastrostefano, Raffaele, ed. (1990). Quattroruote: Tutte le Auto del Mondo 1990 (in Italian). Milano: Editoriale Domus S.p.A. p. 1332

    Toyota Hilux

    Toyota Hilux

    Toyota_Hilux

  • 1984–85 Hellas Verona season
  • Hellas Verona F.C. 1984–85 football season

    vinto". la Repubblica (in Italian). p. 29. Gianni Brera (May 21, 1985). "Tutte le verità dell' acclamato modulo Bagnoli". la Repubblica (in Italian). p

    1984–85 Hellas Verona season

    1984–85_Hellas_Verona_season

  • Mussolini: Son of the Century
  • 2024 Italian-French biographical television series

    24 April 2024. Catalli, Claudia (16 May 2023). "M. Il figlio del secolo: tutte le sfide della serie interpretata da Luca Marinelli". Wired Italia (in Italian)

    Mussolini: Son of the Century

    Mussolini:_Son_of_the_Century

  • Ammar Ramadan
  • Syrian footballer (born 2001)

    wonderkid who snubbed AC Milan in favour of Juve". Calciomercato.com | Tutte le news sul calcio in tempo reale. Archived from the original on 14 December

    Ammar Ramadan

    Ammar_Ramadan

  • Don Giovanni
  • 1787 opera by Wolfgang Amadeus Mozart

    the Commendatore enters the garden. The Commendatore blocks Don Giovanni's path and forces him to fight a duel. Don Giovanni kills the Commendatore with

    Don Giovanni

    Don Giovanni

    Don_Giovanni

  • Herschel graph
  • Bipartite non-Hamiltonian polyhedral graph

    graph must be Hamiltonian; this was disproved when W. T. Tutte provided a counterexample, the Tutte graph, which is much larger than the Herschel graph. A

    Herschel graph

    Herschel graph

    Herschel_graph

  • Graphic matroid
  • Matroid with graph forests as independent sets

    testing whether a given matroid is graphic. For instance, an algorithm of Tutte (1960) solves this problem when the input is known to be a binary matroid

    Graphic matroid

    Graphic matroid

    Graphic_matroid

  • Michael Haneke
  • German-born Austrian filmmaker (born 1942)

    nominations being the first of his career. In 2012, he was to direct Così fan tutte for the New York City Opera. This production had originally been commissioned

    Michael Haneke

    Michael Haneke

    Michael_Haneke

  • Lodewijk Heyligen
  • Music Theorist

    monti diversi, andando tutti tre sempre ad un giogo; a questi le mie piaghe tutte apersi; da costor non mi pò tempo né luogo divider mai, siccome io spero

    Lodewijk Heyligen

    Lodewijk_Heyligen

  • Graph property
  • Property of graphs that depends only on abstract structure

    integers, such as the degree sequence of a graph. A polynomial, such as the Tutte polynomial of a graph. Easily computable graph invariants are instrumental

    Graph property

    Graph property

    Graph_property

  • Erdős–Bacon number
  • Closeness of someone's association with mathematician Paul Erdős and actor Kevin Bacon

    Comput. Math. 81(11): 1349-1356 (2004) Paul Erdös, Frank Harary and W.T. Tutte, “On the dimension of a graph,” Mathematika 12 (1965) pp.118-122} "Stephen

    Erdős–Bacon number

    Erdős–Bacon_number

  • LCF notation
  • Representation of cubic graphs

    24 [3,−7,7,−3]6 Nauru graph 24 [5,−9,7,−7,9,−5]4 F26A graph 26 [−7, 7]13 Tutte–Coxeter graph 30 [−13,−9,7,−7,9,13]5 Dyck graph 32 [5,−5,13,−13]8 Gray graph

    LCF notation

    LCF notation

    LCF_notation

  • National Future
  • Political party in Italy

    Andrea (3 February 2026). "Dal Mondo al contrario a Futuro Nazionale, tutte le tappe del fenomeno Vannacci". Il Sole 24 Ore (in Italian). Retrieved

    National Future

    National_Future

  • Kirchhoff's theorem
  • On the number of spanning trees in a graph

    Applied Mathematics, 30 (1): 143–148, doi:10.1137/0130017, MR 0392635. Tutte, W. T. (2001), Graph Theory, Cambridge University Press, p. 138, ISBN 978-0-521-79489-3

    Kirchhoff's theorem

    Kirchhoff's_theorem

  • Giorgia Meloni
  • Prime Minister of Italy since 2022

    1 October 2022. Bechis, Francesco (25 July 2022). "Meloni l'americana. Tutte le stelle e le strisce dentro FdI" [Melons the American. All the stars and

    Giorgia Meloni

    Giorgia Meloni

    Giorgia_Meloni

  • Snark (graph theory)
  • 3-regular graph with no 3-edge-coloring

    structure are largely unknown. As well as the problems they mention, W. T. Tutte's snark conjecture concerns the existence of Petersen graphs as graph minors

    Snark (graph theory)

    Snark (graph theory)

    Snark_(graph_theory)

  • Arborescence (graph theory)
  • Directed graph where every node has exactly one path to it from the root

    designated by a variety of terms, such as in-tree or anti-arborescence. W. T. Tutte distinguishes between the two cases by using the phrases arborescence diverging

    Arborescence (graph theory)

    Arborescence (graph theory)

    Arborescence_(graph_theory)

  • Raf Vallone
  • Italian actor and footballer (1916–2002)

    Harlow (1965) as Marino Bello Nevada Smith (1966) as Father Zaccardi Se tutte le donne del mondo (1966) as Mr. Ardonian The Desperate Ones (1967) as Victor

    Raf Vallone

    Raf Vallone

    Raf_Vallone

  • Roberto Baggio
  • Italian former footballer (born 1967)

    Radogna (23 October 2017). "Milan: c'era anche quando si stava peggio, tutte le annate da dimenticare: Tra Tabarez e il ritorno di Sacchi" (in Italian)

    Roberto Baggio

    Roberto Baggio

    Roberto_Baggio

  • FSO Polonez
  • Polish motor vehicle

    Update". Motor Manual. No. 525. p. 14. Tutte le Auto del Mondo 1990, p. 321 Tutte le Auto del Mondo 1990, p. 320 "Path to Success". Arab American Vehicles

    FSO Polonez

    FSO Polonez

    FSO_Polonez

  • List of unsolved problems in mathematics
  • of a graph always less than or equal to 3/2 times its maximum degree? Tutte's conjectures: every bridgeless graph has a nowhere-zero 5-flow every Petersen-minor-free

    List of unsolved problems in mathematics

    List_of_unsolved_problems_in_mathematics

  • Vertex connectivity
  • Graph which remains connected when k or fewer nodes removed

    graph Connectivity (graph theory) Menger's theorem Structural cohesion Tutte embedding Vertex separator Schrijver (12 February 2003), Combinatorial Optimization

    Vertex connectivity

    Vertex connectivity

    Vertex_connectivity

  • Flag of Italy
  • E subito il popolo cantò alla sua bandiera ch'ella era la più bella di tutte e che sempre voleva lei e con lei la libertà! Costituzione della Repubblica

    Flag of Italy

    Flag of Italy

    Flag_of_Italy

  • Chiara Ferragni
  • Italian blogger and influencer (born 1987)

    January 2025. Retrieved 29 January 2025. ""Così ha ingannato i consumatori". Tutte le carte che inchiodano Ferragni". ilgiornale.it. ilgiornale.it. 29 January

    Chiara Ferragni

    Chiara Ferragni

    Chiara_Ferragni

  • Skew-symmetric graph
  • Directed graph isomorphic to its own transpose graph

    graphs were first introduced under the name of antisymmetrical digraphs by Tutte (1967), later as the double covering graphs of polar graphs by Zelinka (1976b)

    Skew-symmetric graph

    Skew-symmetric_graph

  • Barnette–Bosák–Lederberg graph
  • Non-Hamiltonian simple polyhedron

    Barnette–Bosák–Lederberg graph has a similar construction to the Tutte graph but is composed of two Tutte fragments, connected through a pentagonal prism, instead

    Barnette–Bosák–Lederberg graph

    Barnette–Bosák–Lederberg graph

    Barnette–Bosák–Lederberg_graph

  • Primo Levi
  • Italian Holocaust survivor and writer (1919–1987)

    furono uccisi nelle camere a gas a centinaia di migliaia, cosa unica fra tutte le atrocità della storia umana." "... in the German camps the massacre was

    Primo Levi

    Primo Levi

    Primo_Levi

  • Bull graph
  • x − 3 ) ( x 2 + x − 1 ) {\displaystyle -x(x^{2}-x-3)(x^{2}+x-1)} . Its Tutte polynomial is x 4 + x 3 + x 2 y {\displaystyle x^{4}+x^{3}+x^{2}y} . Weisstein

    Bull graph

    Bull graph

    Bull_graph

  • Acyclic orientation
  • Element of graph theory

    orientation of the dual graph and vice versa. Like the chromatic polynomial, the Tutte polynomial T G {\displaystyle T_{G}} of a graph G {\displaystyle G} , can

    Acyclic orientation

    Acyclic orientation

    Acyclic_orientation

  • Greens and Left Alliance
  • Political party in Italy

    proposta condivisa - Sei le proposte di legge depositate in commissione, tutte a firma delle minoranze". 27 June 2023. Archived from the original on 31

    Greens and Left Alliance

    Greens_and_Left_Alliance

  • René Descartes
  • French philosopher and mathematician (1596–1650)

    Marrone, M. Savini[needs translation] ISBN 978-88-452-6333-0. René Descartes. Tutte le lettere 1619–1650, Milano, Bompiani, 2009 IIa ed., pp. 3104. Nuova edizione

    René Descartes

    René Descartes

    René_Descartes

  • List of last words (21st century)
  • stesso umano. Malgrado una lunga malattia sono riuscito a portare a termine tutte le mie trasmissioni e i miei progetti (persino una piccola soddisfazione:

    List of last words (21st century)

    List_of_last_words_(21st_century)

  • Pope Marcellus II
  • Head of the Catholic Church in 1555

    Firenze attese allo studio delle lingue latina, greca, e italiana, e in tutte scriveva con gran facilità, ed eleganza. Non trascurò le scienze più gravi

    Pope Marcellus II

    Pope Marcellus II

    Pope_Marcellus_II

  • Planar graph
  • Graph that can be embedded in the plane

    eigenvalue of certain Schrödinger operators defined by the graph. The Hanani–Tutte theorem states that a graph is planar if and only if it has a drawing in

    Planar graph

    Planar_graph

  • Morosini family
  • Venetian patrician family

    House of Morosini. Giuseppe Bettinelli, Dizionario storico portatile di tutte le venete patrizie famiglie, Venezia, 1758, Giuseppe Bettinelli, p. 111

    Morosini family

    Morosini family

    Morosini_family

  • Emilia-Romagna
  • Region of Italy

    from the original on 19 April 2014. Retrieved 18 April 2014. "Zebre rugby: Tutte le notizie sulla storica squadra di Parma". Archived from the original on

    Emilia-Romagna

    Emilia-Romagna

    Emilia-Romagna

  • Kuratowski's theorem
  • On forbidden subgraphs in planar graphs

    5-connected nonplanar graphs contain a subdivision of K 5 {\displaystyle K_{5}} Tutte, W. T. (1963), "How to draw a graph", Proceedings of the London Mathematical

    Kuratowski's theorem

    Kuratowski's theorem

    Kuratowski's_theorem

  • 2017 FIFA Confederations Cup
  • 10th and last FIFA Confederations Cup, held in Russia in 2017

    2 June 2017. "Confederations Cup 2017 – Sky ha acquistato i diritti tv! Tutte le partite in diretta tv e streaming. Come seguire l'evento: calendario

    2017 FIFA Confederations Cup

    2017 FIFA Confederations Cup

    2017_FIFA_Confederations_Cup

  • Barnette's conjecture
  • Unsolved problem in graph theory

    Hamiltonian; this came to be known as Tait's conjecture. It was disproven by W. T. Tutte (1946), who constructed a counterexample with 46 vertices; other researchers

    Barnette's conjecture

    Barnette's conjecture

    Barnette's_conjecture

  • 2026 Ceuta migrant crisis
  • Ongoing international incident

    Retrieved 7 August 2026. "Perché migliaia di persone sono entrate a Ceuta tutte insieme" [Why thousands of people entered Ceuta at once]. Il Post (in Italian)

    2026 Ceuta migrant crisis

    2026 Ceuta migrant crisis

    2026_Ceuta_migrant_crisis

  • Sardinian language
  • Romance language indigenous to the island of Sardinia

    dal prof. Sanna e invita le competenti autorità politiche a promuovere tutte le iniziative necessarie, sul piano sia scolastico che politico-economico

    Sardinian language

    Sardinian language

    Sardinian_language

  • Malena Ernman
  • Swedish opera singer (born 1970)

    Spinosi, part of 'Miroirs' (2013, Deutsche Grammophon) Mozart: Così fan tutte, K588; with Christopher Maltman, Simone Kermes, Kenneth Tarver, Konstantin

    Malena Ernman

    Malena Ernman

    Malena_Ernman

  • Hall's marriage theorem
  • Result in combinatorics and graph theory

    in general graphs (that are not necessarily bipartite) is provided by Tutte's theorem on perfect matchings. A generalization of Hall's theorem to bipartite

    Hall's marriage theorem

    Hall's_marriage_theorem

  • Abbas Kiarostami
  • Iranian filmmaker (1941–2016)

    spectatorship." That summer, he directed Wolfgang Amadeus Mozart's opera Così fan tutte conducted by Christophe Rousset at Festival d'Aix-en-Provence starring with

    Abbas Kiarostami

    Abbas Kiarostami

    Abbas_Kiarostami

  • List of Ig Nobel Prize winners
  • Winners of satirical science award

    esaustività, già introdotto dal Sec 95: le stime devono dunque comprendere tutte le attività che producono reddito, indipendentemente dal loro status giuridico

    List of Ig Nobel Prize winners

    List_of_Ig_Nobel_Prize_winners

  • Cycle basis
  • Cycles in a graph that generate all cycles

    doi:10.1016/j.dam.2006.06.007, MR 2303157. Diestel (2012), pp. 32, 65. Tutte, W. T. (1963), "How to draw a graph", Proceedings of the London Mathematical

    Cycle basis

    Cycle basis

    Cycle_basis

  • The Victors (1963 film)
  • 1963 US film directed by Carl Foreman

    Berger as Trudi Metzger With Albert Lieven as Metzger Mervyn Johns as Dennis Tutte Lemkow as Sikh soldier John Crawford as Captain Peter Vaughan as Policeman

    The Victors (1963 film)

    The Victors (1963 film)

    The_Victors_(1963_film)

  • Graph toughness
  • Schmeichel 1990). Strength of a graph, an analogous concept for edge deletions Tutte–Berge formula, a related characterization of the size of a maximum matching

    Graph toughness

    Graph toughness

    Graph_toughness

  • Nash-Williams theorem
  • Theorem on edge-disjoint spanning trees

    least t(k − 1) crossing edges. The theorem was proved independently by Tutte and Nash-Williams, both in 1961. In 2012, Kaiser gave a short elementary

    Nash-Williams theorem

    Nash-Williams_theorem

  • Dual graph
  • Graph representing faces of another graph

    partitioned into two induced trees. If a planar graph G has Tutte polynomial TG(x,y), then the Tutte polynomial of its dual graph is obtained by swapping x

    Dual graph

    Dual graph

    Dual_graph

  • Cassaro, Palermo
  • Most ancient street of Palermo, Italy

    per potersi conoscere con facilità tanto dal Siciliano che dal forestiere tutte le magnificenze, e gli oggetti degni di osservazione della città di Palermo

    Cassaro, Palermo

    Cassaro, Palermo

    Cassaro,_Palermo

  • 2024–25 figure skating season
  • Competitive figure skating year, July 1, 2024 to June 30, 2025

    – via X (formerly Twitter). @marcozandron; (July 12, 2024). "È vero che tutte le cose belle hanno una fine" – via Instagram. @AnythingGOE (July 20, 2024)

    2024–25 figure skating season

    2024–25_figure_skating_season

  • Together for the Future
  • Political party in Italy

    Riformista Il pranzo riparatore tra Di Maio e Belloni, il segnale per Conte: tutte le amicizie del ministro M5s che preoccupano l’ex premier, Open M5S, Di

    Together for the Future

    Together_for_the_Future

  • Genoa
  • Largest city in Liguria, Italy

    CS1 maint: numeric names: authors list (link) "Cantiere sul Bisagno, ecco tutte le fasi dei lavori". ilsecoloxix.it. ilsecoloxix.it. 8 May 2015. Retrieved

    Genoa

    Genoa

    Genoa

  • Sharm El Sheikh International Airport
  • Airport in Egypt

    May 2025. ISSN 1466-8718. OCLC 41608313. "Wizz Air: Quattro nuove rotte. Tutte italiane" [Wizz Air: Four new routes. All are Italian.]. 16 July 2026. "Fancy

    Sharm El Sheikh International Airport

    Sharm El Sheikh International Airport

    Sharm_El_Sheikh_International_Airport

  • Jim Gilstrap
  • American singer (1946–2026)

    (1996) Erich Kunzel The Magical Music of Disney (1995) Eros Ramazzotti Tutte storie (1993) Dove c'è musica (1996) Eros (1997) Calma apparente (2005)

    Jim Gilstrap

    Jim_Gilstrap

  • Forza Italia (2013)
  • Italian political party

    9 June 2015. "Forza Italia, la mappa del partito: nomi e cognomi, ecco tutte le correnti e i loro obiettivi". Archived from the original on 18 May 2015

    Forza Italia (2013)

    Forza Italia (2013)

    Forza_Italia_(2013)

  • Unit distance graph
  • Geometric graph with unit edge lengths

    Mahoney (1995). Erdős, Harary & Tutte (1965). Horvat & Pisanski (2010). Brouwer & Haemers (2012). Erdős, Harary & Tutte (1965); Griffiths (2019) Gerbracht

    Unit distance graph

    Unit distance graph

    Unit_distance_graph

  • Steinitz's theorem
  • Graph-theoretic description of polyhedra

    combining it with a planar graph drawing method of W. T. Tutte, the Tutte embedding. Tutte's method begins by fixing one face of a polyhedral graph into

    Steinitz's theorem

    Steinitz's_theorem

  • Semi-symmetric graph
  • Graph that is edge-transitive and regular but not vertex-transitive

    Ljubljana graph on 112 vertices, a graph on 120 vertices with girth 8 and the Tutte 12-cage. Any quartic (4-regular or tetravalent) graph can be transformed

    Semi-symmetric graph

    Semi-symmetric graph

    Semi-symmetric_graph

  • Bowery
  • Street and neighborhood in Manhattan, New York

    librettist for Mozart's Don Giovanni, The Marriage of Figaro, and Così fan tutte, immigrated to New York City in 1806, he briefly ran one of the shops along

    Bowery

    Bowery

    Bowery

  • Switchblade
  • Type of knife

    avvertito che i coltelli a scatto sono da considerare armi proprie, con tutte le conseguenze in ordine al loro regime giuridico. "Double-edged knives

    Switchblade

    Switchblade

    Switchblade

  • Ford Laser
  • Motor vehicle

    Retrieved 8 September 2016. Mastrostefano, Raffaele, ed. (1985). Quattroruote: Tutte le Auto del Mondo 1985 (in Italian). Milan: Editoriale Domus S.p.A. p. 371

    Ford Laser

    Ford Laser

    Ford_Laser

  • Boycotts of Israel
  • Aspect of the Israeli–Palestinian conflict

    October 2023. "Sesto Fiorentino, stop alla vendita di prodotti israeliani in tutte le farmacie comunali". Comune di Sesto Fiorentino. 27 June 2025. Archived

    Boycotts of Israel

    Boycotts of Israel

    Boycotts_of_Israel

  • Grinberg's theorem
  • On Hamiltonian cycles in planar graphs

    deletion leaves a subgraph with more than one cyclic component. The 46-vertex Tutte graph, and the smaller cubic non-Hamiltonian polyhedral graphs derived from

    Grinberg's theorem

    Grinberg's theorem

    Grinberg's_theorem

  • Subhamiltonian graph
  • Subgraph of planar graph with Hamiltonian cycle

    therefore also subhamiltonian. These include the 4-connected planar graphs, by Tutte's theorem on Hamiltonian cycles, and the Halin graphs. Every planar graph

    Subhamiltonian graph

    Subhamiltonian_graph

  • L'incoronazione di Poppea
  • Opera by Claudio Monteverdi

    (Paris, 1908) Gian Francesco Malipiero (Vienna, 1931 in Claudio Monteverdi: Tutte le opere) Ernst Krenek (Vienna, 1935) Giacomo Benvenuti (Milan, 1937) Giorgio

    L'incoronazione di Poppea

    L'incoronazione di Poppea

    L'incoronazione_di_Poppea

  • Arboricity
  • Number of forests a graph's edges may be partitioned into

    raised by the arboricity. The two parameters have been studied together by Tutte and Nash-Williams. The fractional arboricity is a refinement of the arboricity

    Arboricity

    Arboricity

  • Sport in Italy
  • 2022. "Sciare in Italia: tutte le novità sulle piste. Dalle Alpi agli Appennini" (in Italian). Retrieved 24 September 2022. "Tutte le medaglie vinte dagli

    Sport in Italy

    Sport in Italy

    Sport_in_Italy

  • Elisabetta Casellati
  • Italian lawyer and politician (born 1946)

    Retrieved 26 March 2023. Il Cdm approva il premierato. Meloni: “Madre di tutte le riforme, basta ribaltoni e governi tecnici”. la Repubblica Online, Redazione

    Elisabetta Casellati

    Elisabetta Casellati

    Elisabetta_Casellati

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