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CLIQUE WIDTH

  • Clique-width
  • Measure of graph complexity

    In graph theory, the clique-width of a graph G is a parameter that describes the structural complexity of the graph; it is closely related to treewidth

    Clique-width

    Clique-width

    Clique-width

  • Clique (graph theory)
  • Adjacent subset of an undirected graph

    theory, a clique (/ˈkliːk/ or /ˈklɪk/) is a subset of vertices of an undirected graph such that every two distinct vertices in the clique are adjacent

    Clique (graph theory)

    Clique (graph theory)

    Clique_(graph_theory)

  • Clique cover
  • Partition of a graph's nodes into cliques

    In graph theory, a clique cover or partition into cliques of a given undirected graph is a collection of cliques that cover the whole graph. Generally

    Clique cover

    Clique cover

    Clique_cover

  • Longest path problem
  • Problem of finding the longest simple path for a given graph

    on the clique-width of the graph, so this algorithms is not fixed-parameter tractable. The longest path problem, parameterized by clique-width, is hard

    Longest path problem

    Longest path problem

    Longest_path_problem

  • Courcelle's theorem
  • On linear-time algorithms for graph logic

    treewidth to clique-width: for every fixed MSO1 property Π {\displaystyle \Pi } , and every fixed bound b {\displaystyle b} on the clique-width of a graph

    Courcelle's theorem

    Courcelle's_theorem

  • Rank-width
  • Graph width parameter used in graph theory

    Rank-width is closely related to clique-width: k ≤ c ≤ 2 k + 1 − 1 {\displaystyle k\leq c\leq 2^{k+1}-1} , where c {\displaystyle c} is the clique-width and

    Rank-width

    Rank-width

  • Glossary of graph theory
  • maximal cliques in G. See also biclique, a complete bipartite subgraph. clique tree A synonym for a block graph. clique-width The clique-width of a graph

    Glossary of graph theory

    Glossary_of_graph_theory

  • Pathwidth
  • Representation of a graph as a path graph "thickened" by some amount

    interval graph with clique number p + 1, then G has a path decomposition of width p whose nodes are given by the maximal cliques of the interval graph

    Pathwidth

    Pathwidth

  • List of unsolved problems in computer science
  • List of unsolved computational problems

    two binary trees be computed in polynomial time? Can graphs of bounded clique-width be recognized in polynomial time? Can one find a simple closed quasigeodesic

    List of unsolved problems in computer science

    List_of_unsolved_problems_in_computer_science

  • Maximum cut
  • Problem in graph theory

    fixed-parameter tractable for sm-width, another graph width parameter intermediate between treewidth and clique-width. However, under standard assumptions

    Maximum cut

    Maximum cut

    Maximum_cut

  • Cograph
  • Graph formed by complementation and disjoint union

    distance-hereditary graph with diameter at most 2. A cograph is a graph with clique-width at most 2. A cograph is a comparability graph of a series-parallel partial

    Cograph

    Cograph

    Cograph

  • Chromatic polynomial
  • Function in algebraic graph theory

    chordal graphs and graphs of bounded clique-width. The latter class includes cographs and graphs of bounded tree-width, such as outerplanar graphs. The

    Chromatic polynomial

    Chromatic polynomial

    Chromatic_polynomial

  • Twin-width
  • rank-width, also has bounded twin-width. The twin-width is at most exponential in the clique-width, and at most doubly exponential in the rank-width. These

    Twin-width

    Twin-width

    Twin-width

  • Distance-hereditary graph
  • Graph whose induced subgraphs preserve distance

    graph and therefore of any distance-hereditary graph. Additionally, the clique-width of any distance-hereditary graph is at most three. As a consequence,

    Distance-hereditary graph

    Distance-hereditary graph

    Distance-hereditary_graph

  • Logic of graphs
  • Logical formulation of graph properties

    fixed MSO1 property can be tested in linear time on graphs of bounded clique-width. The version of this result for graphs of bounded treewidth can also

    Logic of graphs

    Logic_of_graphs

  • Width (disambiguation)
  • Topics referred to by the same term

    vertices of any pair of subgraphs formed by removing an edge from the tree. Clique-width of a graph, the minimum number of distinct labels needed to construct

    Width (disambiguation)

    Width_(disambiguation)

  • NP-intermediate
  • Complexity class of problems

    Recognizing leaf powers and k-leaf powers Recognizing graphs of bounded clique-width Testing the existence of a simultaneous embedding with fixed edges Testing

    NP-intermediate

    NP-intermediate

  • Matching polynomial
  • Graph polynomial generating numbers of matchings

    Rotics 2001). The matching polynomial of a graph with n vertices and clique-width k may be computed in time nO(k) (Makowsky et al. 2006). Courcelle, B

    Matching polynomial

    Matching_polynomial

  • Graph power
  • Graph of short distances in another graph

    its d-th power is the complete graph. If a graph family has bounded clique-width, then so do its d-th powers for any fixed d. Graph coloring on the square

    Graph power

    Graph power

    Graph_power

  • Paul Seymour (mathematician)
  • British mathematician

    tractable algorithms to approximate the clique-width of graphs (within an exponential bound) and the branch-width of matroids (within a linear bound); and

    Paul Seymour (mathematician)

    Paul Seymour (mathematician)

    Paul_Seymour_(mathematician)

  • Hosoya index
  • Number of matchings in a graph

    polynomial (with an exponent that depends linearly on the width) for graphs of bounded clique-width. The Hosoya index can be efficiently approximated to any

    Hosoya index

    Hosoya index

    Hosoya_index

  • Indifference graph
  • Intersection graph of unit intervals on the real line

    and between treewidth and chordal graphs. A weaker notion of width, the clique-width, may be arbitrarily large on indifference graphs. However, any

    Indifference graph

    Indifference graph

    Indifference_graph

  • Stefan Szeider
  • Austrian computer scientist

    on width measures for graphs such as treewidth and clique-width. He showed with coauthors that it is NP-hard to determine whether the clique-width of

    Stefan Szeider

    Stefan_Szeider

  • Oum Sang-il
  • South Korean mathematician (born 1976)

    particular for structures and algorithms relating to rank-width, clique-width, and branch-width. He published more than 80 journal papers. He won the Young

    Oum Sang-il

    Oum Sang-il

    Oum_Sang-il

  • Johann Makowsky
  • and A. Itai) In graph algorithms, his unifying approach to tree-width and clique-width via model theory, leading to a general theory of graph polynomials

    Johann Makowsky

    Johann Makowsky

    Johann_Makowsky

  • Folkman graph
  • Bipartite 4-regular graph with 20 nodes and 40 edges

    It is also 4-vertex-connected and 4-edge-connected. Its treewidth and clique-width are both 5. The Folkman graph has genus 3: it can be embedded on a triple

    Folkman graph

    Folkman graph

    Folkman_graph

  • Dilworth's theorem
  • On chains and antichains in partial orders

    number of chains needed to cover all elements. This number is called the width of the partial order. The theorem is named for the mathematician Robert

    Dilworth's theorem

    Dilworth's_theorem

  • Leaf power
  • Graph representing leaves of a given tree graph

    Gurski, Frank; Wanke, Egon (2009), "The NLC-width and clique-width for powers of graphs of bounded tree-width", Discrete Applied Mathematics, 157 (4): 583–595

    Leaf power

    Leaf power

    Leaf_power

  • Graph structure theorem
  • Theorem relating graph minors and topological embeddings

    is, we take a k-clique-sum of G1 and G2, then take a k-clique-sum of G3 with the resulting graph, and so on. A graph has tree width at most k if it can

    Graph structure theorem

    Graph_structure_theorem

  • Treewidth
  • Number denoting a graph's closeness to a tree

    a tree decomposition of the graph, in terms of the size of the largest clique in a chordal completion of the graph, in terms of the maximum order of a

    Treewidth

    Treewidth

  • Derek Corneil
  • Canadian mathematician and computer scientist

    tree spanners. An explanation of the relationship between tree width and clique-width. Determining the diameter of restricted graph families. Outlining

    Derek Corneil

    Derek_Corneil

  • Decomposition method (constraint satisfaction)
  • Indeed, the scope of every original constraint is a clique of the primal graph. This clique remains a clique even after enforcing chordality, as this process

    Decomposition method (constraint satisfaction)

    Decomposition_method_(constraint_satisfaction)

  • Width of a hypergraph
  • adjacent in D(H). The matchings in H correspond to the cliques in D(H). Meshulam characterized the widths of a hypergraph H in terms of the properties of D(H)

    Width of a hypergraph

    Width of a hypergraph

    Width_of_a_hypergraph

  • Trivially perfect graph
  • Graph where every connected induced subgraph has a universal vertex

    (2006), "Characterizations for co-graphs defined by restricted NLC-width or clique-width operations", Discrete Mathematics, 306 (2): 271–277, doi:10.1016/j

    Trivially perfect graph

    Trivially perfect graph

    Trivially_perfect_graph

  • Independent set (graph theory)
  • Unrelated vertices in graphs

    endpoint in S {\displaystyle S} . A set is independent if and only if it is a clique in the graph's complement. The size of an independent set is the number

    Independent set (graph theory)

    Independent set (graph theory)

    Independent_set_(graph_theory)

  • Tree decomposition
  • Mapping of a graph into a tree

    problems on the graph. Tree decompositions are also called junction trees, clique trees, or join trees. They play an important role in problems like probabilistic

    Tree decomposition

    Tree decomposition

    Tree_decomposition

  • Martin Charles Golumbic
  • Mathematician and computer scientist (born 1948)

    1047. MR 1355650. Golumbic, Martin Charles; Rotics, Udi (2000). "On the clique-width of some perfect graph classes". International Journal of Foundations

    Martin Charles Golumbic

    Martin Charles Golumbic

    Martin_Charles_Golumbic

  • S2S (mathematics)
  • bounded tree width are interpretable using trees, and without predicates over edges this also applies to graphs of bounded clique width. Tree extensions

    S2S (mathematics)

    S2S_(mathematics)

  • Hadwiger number
  • Size of largest complete graph made by contracting edges of a given graph

    and edge deletions. The Hadwiger number is also known as the contraction clique number of G or the homomorphism degree of G. It is named after Hugo Hadwiger

    Hadwiger number

    Hadwiger number

    Hadwiger_number

  • Chi-bounded
  • {\displaystyle f(t)\in O(t\log(t))} (big O notation) The graphs of bounded clique-width The intersection graphs of scaled and translated copies of any compact

    Chi-bounded

    Chi-bounded

    Chi-bounded

  • Perfect graph theorem
  • Complements of perfect graphs are perfect

    vertices. Thus, a clique in the original graph becomes an independent set in the complement and a coloring of the original graph becomes a clique cover of the

    Perfect graph theorem

    Perfect graph theorem

    Perfect_graph_theorem

  • Rook's graph
  • Graph of chess rook moves

    a clique—a subset of vertices forming a complete graph. The whole rook's graph for an n × m chessboard can be formed from these two kinds of cliques, as

    Rook's graph

    Rook's graph

    Rook's_graph

  • Strong product of graphs
  • Binary operation in graph theory

    minor, and k-planar graphs. The clique number of the strong product of any two graphs equals the product of the clique numbers of the two graphs. If two

    Strong product of graphs

    Strong product of graphs

    Strong_product_of_graphs

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

    contains a clique of size k, then at least k colors are needed to color that clique; in other words, the chromatic number is at least the clique number:

    Graph coloring

    Graph coloring

    Graph_coloring

  • List of unsolved problems in mathematics
  • n + 1 {\displaystyle S^{n+1}} is n {\displaystyle n} . The big-line-big-clique conjecture on the existence of either many collinear points or many mutually

    List of unsolved problems in mathematics

    List_of_unsolved_problems_in_mathematics

  • Degeneracy (graph theory)
  • Measurement of graph sparsity

    the arboricity of a graph. Degeneracy is also known as the k-core number, width, and linkage, and is essentially the same as the coloring number or Szekeres–Wilf

    Degeneracy (graph theory)

    Degeneracy (graph theory)

    Degeneracy_(graph_theory)

  • Unit disk graph
  • Intersection graph of unit disks in the plane

    efficiently by using the geometric structure of these graphs, and the maximum clique problem can be solved exactly for these graphs in polynomial time, given

    Unit disk graph

    Unit disk graph

    Unit_disk_graph

  • Interval graph
  • Intersection graph for intervals on the real number line

    be recognized in linear time, and an optimal graph coloring or maximum clique in these graphs can be found in linear time. The interval graphs include

    Interval graph

    Interval graph

    Interval_graph

  • Hall-type theorems for hypergraphs
  • Generalizations in graph theory

    G[V_{Y_{0}}]} contains a clique for every neighbor of Y0 (all edges adjacent to Y0 , that meet at the same vertex of X, form a clique in the line-graph). So

    Hall-type theorems for hypergraphs

    Hall-type_theorems_for_hypergraphs

  • Vasco da Gama
  • Portuguese explorer (c. 1460s – 1524)

    the Portuguese government overseas. Turning away from the old Albuquerque clique (now represented by Diogo Lopes de Sequeira), John III looked for a fresh

    Vasco da Gama

    Vasco da Gama

    Vasco_da_Gama

  • Biological network
  • Method of representing systems

    Example of a weighted network (weights can also be visualized by giving edges different widths)

    Biological network

    Biological network

    Biological_network

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

    nodes has at most 8(n-2) maximal cliques, which implies that the class of planar graphs is a class with few cliques. According to Tutte's theorem on Hamiltonian

    Planar graph

    Planar_graph

  • Shanxi
  • Province in North China

    museum. In the 2000s, an informal and secretive network known as the Xishan Clique (西山会) emerged linked to Shanxi through birth, family origin, or ancestral

    Shanxi

    Shanxi

    Shanxi

  • Matroid minor
  • Matroid obtained by restrictions and contractions

    matroid, then the width of an e-separation is defined as r(A) + r(B) − r(M) + 1. The width of a decomposition is the maximum width of any of its e-separations

    Matroid minor

    Matroid_minor

  • Battle of Utica (49 BC)
  • 49 BC battle, part of Caesar's civil war

    Rubicon in January 49 BC, he plunged the Roman Republic into civil war with a clique of Roman senators who were determined to destroy him, under the military

    Battle of Utica (49 BC)

    Battle of Utica (49 BC)

    Battle_of_Utica_(49_BC)

  • Pre-Cabraline history of Brazil
  • History of Brazil before the arrival of Europeans (antiquity-1500)

    Brazilian Portuguese). "Emílio Goeldi — Este site está sendo migrado... Clique aqui para acessar novos conteúdos em gov.br/museugoeldi Museu Paraense Emílio

    Pre-Cabraline history of Brazil

    Pre-Cabraline history of Brazil

    Pre-Cabraline_history_of_Brazil

  • Resorts World Las Vegas
  • Casino resort in Winchester, Nevada, US

    Stapleton, Susan (March 5, 2021). "An Ode to All Things Champagne From Clique Hospitality Opens This Summer at Resorts World". Eater. Archived from the

    Resorts World Las Vegas

    Resorts World Las Vegas

    Resorts_World_Las_Vegas

  • Yellow River
  • Major river in China

    when it migrated, was a topic of controversy in the imperial court. Rival cliques made arguments based on budgetary, technical and strategic criteria. Geographer

    Yellow River

    Yellow River

    Yellow_River

  • Infographic
  • Graphic visual representation of information

    Network visualization explores relationships, such as friendships and cliques. Three common types are force-directed layout, arc diagrams, and matrix

    Infographic

    Infographic

    Infographic

  • Schneider CA1
  • French tank developed during WWI

    downwards to the front. The track consists of thirty-three flat links with a width of thirty-six centimetres. The ground pressure is about 0.75 kg/cm2. As

    Schneider CA1

    Schneider CA1

    Schneider_CA1

  • West Virginia
  • U.S. state

    Virginia's, adopting a township model of government rather than the "courthouse cliques" of Virginia which Carlile criticized, and a compromise demanded by the

    West Virginia

    West Virginia

    West_Virginia

  • Renault FT
  • French light tank

    training service until 1942) Republic of China (~20 FTs, used by the Fengtian clique and then by the Northeastern Army) Independent State of Croatia (12 former

    Renault FT

    Renault FT

    Renault_FT

  • Graph minor
  • Subgraph with contracted edges

    in short it establishes that such a graph must have the structure of a clique-sum of smaller graphs that are modified in small ways from graphs embedded

    Graph minor

    Graph_minor

  • 7.5 cm GebirgsKanone 06
  • Mountain gun

    Bulgarian GebirgsKanone 06. A GebirgsKanone 06 in use with the Fengtian clique. A GebirgsKanone 06 in Nationalist Chinese service during the Second Sino-Japanese

    7.5 cm GebirgsKanone 06

    7.5 cm GebirgsKanone 06

    7.5_cm_GebirgsKanone_06

  • Creeking
  • Canoeing and kayaking involving the descent of waterfalls and slides

    through interpersonal communication. This facet of creek boating adds to the clique creation. There are guide books that describe well known runs in detail

    Creeking

    Creeking

    Creeking

  • Dominating set
  • Subset of a graph's nodes such that all other nodes link to at least one

    edge {i, u} for each i ∈ I and u ∈ Si. That is, G is a split graph: I is a clique and U is an independent set. Now if C = {Si : i ∈ D} is a feasible solution

    Dominating set

    Dominating set

    Dominating_set

  • Shenyang
  • Capital of Liaoning, China

    established on August 8, 1927, with private funding by retired Fengtian clique major general Feng Yong (馮庸, 1901–1981, later re-enlisted as a ROCAF lieutenant

    Shenyang

    Shenyang

    Shenyang

  • Dedekind–MacNeille completion
  • Smallest complete lattice containing a partial order

    comparability graph of Q, or a maximal clique in the complement of the comparability graph, so algorithms for the clique problem or the independent set problem

    Dedekind–MacNeille completion

    Dedekind–MacNeille completion

    Dedekind–MacNeille_completion

  • Mirsky's theorem
  • Characterizes the height of any finite partially ordered set

    number equals the size of the largest clique. In the comparability graph of a partially ordered set, a clique represents a chain and a coloring represents

    Mirsky's theorem

    Mirsky's_theorem

  • List of British television programmes
  • Puppy Days – animated The Clifton House Mystery - supernatural children's Clique – drama/thriller Clocking Off – drama Clone – comedy Close to Home – sitcom

    List of British television programmes

    List of British television programmes

    List_of_British_television_programmes

  • Almack's
  • Social clubs in 18th-20th century London

    and fortunes entitled them to the entrée anywhere, were excluded by the cliqueism of the lady patronesses; for the female government of 'Almack's' was a

    Almack's

    Almack's

    Almack's

  • List of PSPACE-complete problems
  • Kayles game and clique-forming game: two players alternately select vertices and the induced subgraph must be an independent set (resp. clique). The last to

    List of PSPACE-complete problems

    List_of_PSPACE-complete_problems

  • Nanning Wuxu International Airport
  • Airport serving Wuxu, Guangxi, China

    Nanning Airfield (南寧機場), which had been built in 1929 by the New Guangxi Clique (新桂系軍閥) for military purposes. From 1942 to 1945, the Yongning Airfield

    Nanning Wuxu International Airport

    Nanning Wuxu International Airport

    Nanning_Wuxu_International_Airport

  • History of Beijing
  • Zhili clique in the Zhili–Anhui War. Two years later, the Zhili Clique fought off a challenge by Zhang Zuolin and his Manchuria-based Fengtian clique in

    History of Beijing

    History_of_Beijing

  • Tree-depth
  • Numerical invariant of graphs

    the size of the largest clique in this graph. Thus, the tree-depth may alternatively be defined as the size of the largest clique in a trivially perfect

    Tree-depth

    Tree-depth

  • Quasi-polynomial growth
  • Subexponential bound in computational complexity

    diameter of polytopes in polyhedral combinatorics, or relating the sizes of cliques and independent sets in certain classes of graphs. However, in polyhedral

    Quasi-polynomial growth

    Quasi-polynomial_growth

  • Hexi Corridor
  • Historical region in Gansu Province, China

    dynasty and the onset of the Warlord Era. These warlords established the Ma clique, which declared its allegiance to the Kuomintang government in 1927. In

    Hexi Corridor

    Hexi Corridor

    Hexi_Corridor

  • Learning space
  • Physical setting for a learning environment

    lessens negative social behavior such as bullying and the development of cliques. The Small Learning Community (SLC) model is structured to provide a more

    Learning space

    Learning space

    Learning_space

  • Percolation threshold
  • Threshold of percolation theory models

    Interdependent Semantic Spatial Dependency Flow on-Chip Graphs Features Clique Component Cut Cycle Data structure Edge Loop Neighborhood Path Vertex Adjacency

    Percolation threshold

    Percolation threshold

    Percolation_threshold

  • Flag of East Turkestan
  • collapsed with the capture of Kashgar by the Hui Muslim forces of the Ma clique on 6 February 1934. On 7 November 1944, uprisings against Chinese rule erupted

    Flag of East Turkestan

    Flag of East Turkestan

    Flag_of_East_Turkestan

  • Carnegie library
  • Libraries donated by Andrew Carnegie

    as he wrote: an endowed institution is liable to become the prey of a clique. The public ceases to take interest in it, or, rather, never acquires interest

    Carnegie library

    Carnegie library

    Carnegie_library

  • Cop-win graph
  • Type of graph related to pursuit–evasion

    ordering of the vertices in which the later neighbors of each vertex form a clique) is a valid dismantling order. However, there exist infinite chordal graphs

    Cop-win graph

    Cop-win_graph

  • Haven (graph theory)
  • Method of graph decomposition

    separators on minor-closed families of graphs, and characterizing the ends and clique minors of infinite graphs. If G is an undirected graph, and X is a set of

    Haven (graph theory)

    Haven_(graph_theory)

  • Sisu S-21
  • Motor vehicle

    suggested as a solution extending the capacity plan in Karis, but certain cliques suspected that SAT tried to benefit from the war. Nessling, who was also

    Sisu S-21

    Sisu S-21

    Sisu_S-21

  • Parallel task scheduling
  • Optimization problem in computer science

    precede j in any feasible solution. This problem is NP-hard (reduction by clique) even if all the processing times p j {\displaystyle p_{j}} are equal for

    Parallel task scheduling

    Parallel_task_scheduling

  • Antimatroid
  • Mathematical system of orderings or sets

    {\displaystyle v} that occur later than v {\displaystyle v} in the ordering form a clique. The prefixes of perfect elimination orderings of a chordal graph form an

    Antimatroid

    Antimatroid

    Antimatroid

  • Local complementation
  • Operation in graph theory

    prime subgraphs of G {\displaystyle G} along with some star graphs and cliques. Lastly, associate a tree by having one node for each graph in the resulting

    Local complementation

    Local_complementation

  • Apollonian network
  • Graph formed by subdivision of triangles

    clique is a complete graph on four vertices, formed by choosing any vertex and its three earlier neighbors. Every minimal clique separator (a clique that

    Apollonian network

    Apollonian network

    Apollonian_network

  • Parameterized approximation algorithm
  • Type of algorithm

    treewidth parameter, and also for cliquewidth. An optimization variant of the k-Clique problem is the Densest k-Subgraph problem (which is a 2-ary Constraint Satisfaction

    Parameterized approximation algorithm

    Parameterized_approximation_algorithm

  • Archibald Murray
  • 19/20th-century British Army officer

    him. Murray later wrote (in 1930) "Why did I stay with (this) War Office clique when I knew I was not wanted? I wanted to see Sir John through. I had been

    Archibald Murray

    Archibald Murray

    Archibald_Murray

  • Hulme Hippodrome
  • Theatre in Hulme, Manchester, England

    that increasingly dominated the dying circuit in the 1950s. The name La Clique is an interesting choice of title, suggesting a show aimed at a select"

    Hulme Hippodrome

    Hulme Hippodrome

    Hulme_Hippodrome

  • Die Weltbühne
  • German weekly magazine

    bourgeoisie. Their function, viewed politically, is not to produce parties but cliques, viewed literarily, not schools but fashions, viewed economically, not

    Die Weltbühne

    Die Weltbühne

    Die_Weltbühne

  • Rua da Carioca
  • Street in Rio de Janeiro, Brazil

    (August 28, 2015). "O Cine Íris resiste". revista piauí - _pra quem tem um clique a mais. Archived from the original on November 10, 2024. Retrieved April

    Rua da Carioca

    Rua da Carioca

    Rua_da_Carioca

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Online names & meanings

  • Sheershika
  • Girl/Female

    Hindu, Indian, Sanskrit

    Sheershika

    Title; Headline; Important

  • Umm-e-Kulsum
  • Girl/Female

    Arabic, Muslim

    Umm-e-Kulsum

    The Mother of Kulsum

  • Mushaffa
  • Boy/Male

    Arabic, Muslim

    Mushaffa

    He who is Recommended

  • Elana
  • Girl/Female

    Israeli

    Elana

    Oak tree.

  • BLÁITHÍN
  • Female

    Gaelic

    BLÁITHÍN

    Irish name derived from the Gaelic word blath "flower" with added diminutive suffix, BLÁITHÍN means "little flower."

  • Divisha
  • Girl/Female

    Indian

    Divisha

    Goddess Durga, Chief of the Goddess, Devee

  • Thyagin
  • Boy/Male

    Indian, Marathi

    Thyagin

    One who Sacrifices

  • Furada
  • Boy/Male

    Arabic

    Furada

    Unique; Single

  • Majida
  • Girl/Female

    Afghan, Arabic, Indian, Kannada, Lebanese, Muslim

    Majida

    Glorious; Splendid; Noble; Glory

  • LILUYE
  • Female

    Native American

    LILUYE

    Native American Miwok name LILUYE means "singing chicken hawk that soars."

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CLIQUE WIDTH

  • Cacique
  • n.

    See Cazique.

  • Siliqua
  • n.

    Same as Silique.

  • Claque
  • n.

    A collection of persons employed to applaud at a theatrical exhibition.

  • Oblique-angled
  • a.

    Having oblique angles; as, an oblique-angled triangle.

  • Clione
  • n.

    A genus of naked pteropods. One species (Clione papilonacea), abundant in the Arctic Ocean, constitutes a part of the food of the Greenland whale. It is sometimes incorrectly called Clio.

  • Clique
  • v. i.

    A narrow circle of persons associated by common interests or for the accomplishment of a common purpose; -- generally used in a bad sense.

  • Caique
  • n.

    A light skiff or rowboat used on the Bosporus; also, a Levantine vessel of larger size.

  • Oblique
  • n.

    An oblique line.

  • Obliqued
  • imp. & p. p.

    of Oblique

  • Cliquish
  • a.

    Of or pertaining to a clique; disposed to from cliques; exclusive in spirit.

  • Kaique
  • n.

    See Caique.

  • Obliquing
  • p. pr. & vb. n.

    of Oblique

  • Pedanty
  • n.

    An assembly or clique of pedants.

  • Clique
  • v. i.

    To To associate together in a clannish way; to act with others secretly to gain a desired end; to plot; -- used with together.

  • Sinque
  • n.

    See Cinque.

  • Pique
  • v. t.

    To excite to action by causing resentment or jealousy; to stimulate; to prick; as, to pique ambition, or curiosity.

  • Cliquism
  • n.

    The tendency to associate in cliques; the spirit of cliques.

  • Oblique
  • v. i.

    To march in a direction oblique to the line of the column or platoon; -- formerly accomplished by oblique steps, now by direct steps, the men half-facing either to the right or left.

  • Oblique
  • v. i.

    To deviate from a perpendicular line; to move in an oblique direction.

  • Slanting
  • a.

    Oblique; sloping.