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IMPLICATION GRAPH

  • Implication graph
  • Directed graph representing a Boolean expression

    In mathematical logic and graph theory, an implication graph is a skew-symmetric, directed graph G = (V, E) composed of vertex set V and directed edge

    Implication graph

    Implication graph

    Implication_graph

  • 2-satisfiability
  • Logic problem, AND of pairwise ORs

    type of directed graph, the implication graph, which expresses the variables of an instance and their negations as vertices in a graph, and constraints

    2-satisfiability

    2-satisfiability

  • Implication
  • Topics referred to by the same term

    other Implication table, a tool used to facilitate the minimization of states in a state machine Implication graph, a skew-symmetric directed graph used

    Implication

    Implication

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

    the implication graphs used to efficiently solve the 2-satisfiability problem. As defined, e.g., by Goldberg & Karzanov (1996), a skew-symmetric graph G

    Skew-symmetric graph

    Skew-symmetric_graph

  • Conflict-driven clause learning
  • SAT solving algorithm

    resulting graph is called an implication graph. Arbitrarily pick another branching variable, x3. Apply unit propagation and find the new implication graph. Here

    Conflict-driven clause learning

    Conflict-driven_clause_learning

  • Graph theory
  • Area of discrete mathematics

    computer science, graph theory is the study of graphs, which are mathematical structures used to model pairwise relations between objects. A graph in this context

    Graph theory

    Graph theory

    Graph_theory

  • Strongly connected component
  • Partition of a graph whose components are reachable from all vertices

    In the mathematical theory of directed graphs, a graph is said to be strongly connected if every vertex is reachable from every other vertex. The strongly

    Strongly connected component

    Strongly connected component

    Strongly_connected_component

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

    finding a maximum independent set of a graph. Every maximum independent set also is maximal, but the converse implication does not necessarily hold. A set is

    Independent set (graph theory)

    Independent set (graph theory)

    Independent_set_(graph_theory)

  • Graph neural network
  • Class of artificial neural networks

    Graph neural networks (GNNs) are artificial neural networks designed for tasks whose inputs are graphs. Because graphs usually do not have a canonical

    Graph neural network

    Graph_neural_network

  • Knowledge graph
  • Type of knowledge base

    knowledge graph is a knowledge base that uses a graph-structured data model or topology to represent and operate on data. Knowledge graphs are often used

    Knowledge graph

    Knowledge graph

    Knowledge_graph

  • DPLL algorithm
  • Type of search algorithm

    green clauses becomes True After making several decisions, we find an implication graph that leads to a conflict. Now backtrack to immediate level and by

    DPLL algorithm

    DPLL algorithm

    DPLL_algorithm

  • Transpose graph
  • Directed graph with reversed edges

    taking the converse of an implication in logic. The name transpose is because the adjacency matrix of the transpose directed graph is the transpose of the

    Transpose graph

    Transpose graph

    Transpose_graph

  • Material conditional
  • Logical connective

    implication) is a binary operation commonly used in logic. When the conditional symbol → {\displaystyle \to } is interpreted as material implication,

    Material conditional

    Material conditional

    Material_conditional

  • Erdős–Rényi model
  • Two closely related models for generating random graphs

    that a graph sampled from G(n, M) has property P tends to a as n → ∞. Then the probability that G(n, p) has property P also tends to a. Implications in the

    Erdős–Rényi model

    Erdős–Rényi model

    Erdős–Rényi_model

  • Hadwiger conjecture (graph theory)
  • Unproven generalization of the four-color theorem

    the implication, the conjecture can equivalently be stated in the following form. According to it, if all proper colorings of an undirected graph G {\displaystyle

    Hadwiger conjecture (graph theory)

    Hadwiger conjecture (graph theory)

    Hadwiger_conjecture_(graph_theory)

  • Birkhoff's representation theorem
  • Equivalence of distributive lattices and set families

    lower sets of the transitive closure of the graph. Equivalently, for a distributive lattice, the implication graph of the 2-satisfiability instance can be

    Birkhoff's representation theorem

    Birkhoff's_representation_theorem

  • Ramsey's theorem
  • Statement in mathematical combinatorics

    its graph-theoretic forms, states that one will find monochromatic cliques in any edge labelling (with colours) of a sufficiently large complete graph. As

    Ramsey's theorem

    Ramsey's_theorem

  • Logic of graphs
  • Logical formulation of graph properties

    the mathematical fields of graph theory and finite model theory, the logic of graphs deals with formal specifications of graph properties using sentences

    Logic of graphs

    Logic_of_graphs

  • Hockey stick graph (global temperature)
  • Graph in climate science

    Hockey stick graphs present global or hemispherical mean global surface temperatures of the distant past, as shown by quantitative climate reconstructions

    Hockey stick graph (global temperature)

    Hockey stick graph (global temperature)

    Hockey_stick_graph_(global_temperature)

  • Social graph
  • Graph representing social relations

    social graph is a graph that represents social relations between entities. It is a model or representation of a social network. The social graph has been

    Social graph

    Social graph

    Social_graph

  • Hypergraph
  • Generalization of graph theory

    hypergraph is a generalization of a graph in which an edge can join any number of vertices. In contrast, in an ordinary graph, an edge connects exactly two

    Hypergraph

    Hypergraph

    Hypergraph

  • Robertson–Seymour theorem
  • Finiteness of sets of forbidden graph minors

    graph theory, the Robertson–Seymour theorem (also called the graph minors theorem) states that the undirected graphs, partially ordered by the graph minor

    Robertson–Seymour theorem

    Robertson–Seymour_theorem

  • Frucht's theorem
  • On graphs with given symmetry groups

    symmetries of an infinite graph; alternatively, the axiom of regularity eliminates the need for choice. Furthermore, this implication is strict, as there are

    Frucht's theorem

    Frucht's_theorem

  • Menger's theorem
  • Theorem in graph theory

    pairwise edge-disjoint paths from x to y. The implication for the graph G is the following version: A graph is k-edge-connected (it remains connected after

    Menger's theorem

    Menger's_theorem

  • Edmonds–Pruhs protocol
  • Fair division protocol

    the implication graph are dependent. but thanks to the semi-final selection phase, we can prove that the probability that the implication graph contains

    Edmonds–Pruhs protocol

    Edmonds–Pruhs_protocol

  • Pseudorandom graph
  • Graph obeys some properties of random graphs

    In graph theory, a graph is said to be a pseudorandom graph if it obeys certain properties that random graphs obey with high probability. There is no concrete

    Pseudorandom graph

    Pseudorandom_graph

  • Four color theorem
  • Planar maps require at most four colors

    terms of graph theory, by considering it in terms of constructing a graph coloring of the planar graph of adjacencies between regions. In graph-theoretic

    Four color theorem

    Four color theorem

    Four_color_theorem

  • Bond graph
  • Graphical representation of energy flows in physical systems

    A bond graph is a graphical representation of the energy flows though and between physical dynamical systems including those in the electrical, mechanical

    Bond graph

    Bond_graph

  • Causal graph
  • Directed graph that models causal relationships between variables

    inference tools, the graphs enable researchers to estimate effect sizes from non-experimental data, derive testable implications of the assumptions encoded

    Causal graph

    Causal_graph

  • Clique problem
  • Task of computing complete subgraphs

    vertices, all adjacent to each other, also called complete subgraphs) in a graph. It has several different formulations depending on which cliques, and what

    Clique problem

    Clique problem

    Clique_problem

  • True quantified Boolean formula
  • Computational Formula that can be measured in terms of True or False

    time, by an algorithm involving strong connectivity analysis of its implication graph. The 2-satisfiability problem is a special case of TQBF for these

    True quantified Boolean formula

    True_quantified_Boolean_formula

  • Vizing's theorem
  • On coloring the edges of graphs

    In graph theory, Vizing's theorem states that every simple undirected graph may be edge colored using a number of colors that is at most one larger than

    Vizing's theorem

    Vizing's theorem

    Vizing's_theorem

  • Paul Erdős
  • Hungarian mathematician (1913–1996)

    20th century. Erdős pursued and proposed problems in discrete mathematics, graph theory, number theory, mathematical analysis, approximation theory, set

    Paul Erdős

    Paul Erdős

    Paul_Erdős

  • Pan-genome graph construction
  • Pan-genome Graph Construction Methodology

    Pan-genome graph construction is the process of creating a graph-based representation of the collective genome (the pan-genome) of a species or a group

    Pan-genome graph construction

    Pan-genome graph construction

    Pan-genome_graph_construction

  • Steiner tree problem
  • On short connecting nets with added points

    term Steiner tree problem, is the Steiner tree problem in graphs. Given an undirected graph with non-negative edge weights and a subset of vertices, usually

    Steiner tree problem

    Steiner tree problem

    Steiner_tree_problem

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

    equivalent for a bipartite graph G = (X+Y, E): G admits an X-perfect matching. G admits an X-perfect fractional matching. The implication follows directly from

    Hall's marriage theorem

    Hall's_marriage_theorem

  • Personal knowledge base
  • Knowledge management software

    knowledge elements can be structured and interrelated (as a tree, graph, tree plus graph, spatially, categorically, as n-ary links, chronologically, or ZigZag);

    Personal knowledge base

    Personal knowledge base

    Personal_knowledge_base

  • Logical consequence
  • Relationship where one statement follows from another

    Logical consequence (also entailment or logical implication) is a fundamental concept in logic which describes the relationship between statements that

    Logical consequence

    Logical_consequence

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

    In graph theory, a dominating set for a graph G is a subset D of its vertices, such that any vertex of G is in D, or has a neighbor in D. The domination

    Dominating set

    Dominating set

    Dominating_set

  • Converse (logic)
  • Concept in mathematical logic

    converse of a categorical or implicational statement is the result of reversing its two constituent statements. For the implication P → Q, the converse is Q

    Converse (logic)

    Converse_(logic)

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

    In graph theory, Kuratowski's theorem is a mathematical forbidden graph characterization of planar graphs, named after Kazimierz Kuratowski. It states

    Kuratowski's theorem

    Kuratowski's theorem

    Kuratowski's_theorem

  • Handshaking lemma
  • Every graph has evenly many odd vertices

    In graph theory, the handshaking lemma is the statement that, in every finite undirected graph, the number of vertices that touch an odd number of edges

    Handshaking lemma

    Handshaking lemma

    Handshaking_lemma

  • Triviality (mathematics)
  • Mathematically obvious

    material implication P→Q, where the consequent Q, is always true. Here, the proof follows immediately by virtue of the definition of material implication in

    Triviality (mathematics)

    Triviality (mathematics)

    Triviality_(mathematics)

  • Prompt engineering
  • Structuring text as input to generative artificial intelligence

    frequent retraining. GraphRAG (coined by Microsoft Research) is a technique that extends RAG with the use of a knowledge graph to allow the model to

    Prompt engineering

    Prompt_engineering

  • COVID-19 pandemic by country and territory
  • and Engineering (CSSE) at Johns Hopkins University. Data for the map and graphs is from the COVID-19 Data Repository by the Center for Systems Science and

    COVID-19 pandemic by country and territory

    COVID-19 pandemic by country and territory

    COVID-19_pandemic_by_country_and_territory

  • Meta smart glasses
  • services Facebook Features Bluetooth Beacon Dating Feed EdgeRank Reels Gaming Graph Search Instant Articles Like button Live Lookalike audience Onion address

    Meta smart glasses

    Meta smart glasses

    Meta_smart_glasses

  • Google Trends
  • Popularity analysis of search queries

    regions, time ranges, and categories. The website uses timeline and average graphs to compare the relative search interest of compared queries over a certain

    Google Trends

    Google_Trends

  • P versus NP problem
  • Unsolved problem in computer science

    (2006). "Graph isomorphism is in SPP". Information and Computation. 204 (5): 835–852. doi:10.1016/j.ic.2006.02.002. Schöning, Uwe (1988). "Graph isomorphism

    P versus NP problem

    P_versus_NP_problem

  • Scale-free network
  • Network whose degree distribution follows a power law

    Willinger, W. (2005). "Towards a Theory of Scale-Free Graphs: Definition, Properties, and Implications (Extended Version)". arXiv:cond-mat/0501169. Kumar

    Scale-free network

    Scale-free network

    Scale-free_network

  • Overfull graph
  • conjecture, if true, would have numerous implications in graph theory, including the 1-factorization conjecture. For graphs in which Δ ≥ n / 3 {\displaystyle

    Overfull graph

    Overfull graph

    Overfull_graph

  • Michael E. Mann
  • American physicist and climatologist

    reconstruction over the past 1,000 years (MBH99), which was dubbed the "hockey stick graph" because of its shape. He was one of eight lead authors of the "Observed

    Michael E. Mann

    Michael E. Mann

    Michael_E._Mann

  • RDFa
  • Format for expressing RDF statements in HTML documents

    annotate data in web pages Open Graph protocol, a way to use RDFa to integrate web pages into the Facebook social graph Schema.org, search-engine supported

    RDFa

    RDFa

  • Cyclomatic complexity
  • Measure of the structural complexity of a software program

    Cyclomatic complexity is computed using the control-flow graph of the program. The nodes of the graph correspond to indivisible groups of commands of a program

    Cyclomatic complexity

    Cyclomatic_complexity

  • Structured program theorem
  • Theorem about a certain class of control-flow graphs

    generally called the Böhm–Jacopini theorem, states that a class of control-flow graphs (historically called flowcharts in this context) can compute any computable

    Structured program theorem

    Structured_program_theorem

  • Necessity and sufficiency
  • Terms to describe a conditional relationship between two statements

    necessity and sufficiency are concepts used to denote a conditional or implicational relationship between two statements. For example, in the conditional

    Necessity and sufficiency

    Necessity_and_sufficiency

  • List of Boolean algebra topics
  • biconditional Logical conjunction Logical disjunction Logical equality Logical implication Logical negation Logical NOR Majority function Material conditional Minimal

    List of Boolean algebra topics

    List_of_Boolean_algebra_topics

  • Parity of zero
  • Quality of zero being an even number

    at its tip alternates between outside and inside. In graph theory, a bipartite graph is a graph whose vertices are split into two colors, such that neighboring

    Parity of zero

    Parity of zero

    Parity_of_zero

  • Truth table
  • Mathematical table used in logic

    negation is Russell's, alongside of which is the matrix for material implication in the hand of Ludwig Wittgenstein. It is shown that an unpublished manuscript

    Truth table

    Truth_table

  • LinkedIn
  • Professional network website

    analytics Inspired by Facebook's "social graph", LinkedIn CEO Jeff Weiner set a goal in 2012 to create an "economic graph" within a decade. The goal was to create

    LinkedIn

    LinkedIn

  • Verb
  • Part of speech that conveys an action

    so far makes some form of noun-verb distinction, possibly because of the graph-like nature of communicated meaning by humans, i.e. nouns being the "entities"

    Verb

    Verb

  • YouTube
  • Video-sharing platform

    Heffernan stated in The New York Times that such videos have "surprising implications" for the dissemination of culture and even the future of classical music

    YouTube

    YouTube

    YouTube

  • Ancestral graph
  • In statistics and Markov modeling, an ancestral graph is a type of mixed graph used to provide a graphical representation for the result of marginalizing

    Ancestral graph

    Ancestral graph

    Ancestral_graph

  • Hedetniemi's conjecture
  • Conjecture in graph theory

    In graph theory, Hedetniemi's conjecture, formulated by Stephen T. Hedetniemi in 1966, concerns the connection between graph coloring and the tensor product

    Hedetniemi's conjecture

    Hedetniemi's conjecture

    Hedetniemi's_conjecture

  • In-place algorithm
  • Type of computer science algorithm

    one wishes to know if two vertices in a graph of n vertices are in the same connected component of the graph, there is no known simple, deterministic

    In-place algorithm

    In-place_algorithm

  • Allostatic load
  • Wear and tear on the body due to stress

    status of homeostasis and the extended stress response has negative implications. The human body regulates itself to maintain a status of homeostasis

    Allostatic load

    Allostatic load

    Allostatic_load

  • Yard-sale model
  • Economic model showing fair trading leads to inequality

    with anyone, instead allowing trades only between people connected in a graph. Computer simulations on one-dimensional rings, two-dimensional grids, and

    Yard-sale model

    Yard-sale_model

  • Ribbon (mathematics)
  • Geometrical smooth strip

    modeling and in material science. Bollobás–Riordan polynomial Knots and graphs Knot theory DNA supercoil Möbius strip Blaschke, W. (1950) Einführung in

    Ribbon (mathematics)

    Ribbon_(mathematics)

  • Highly irregular graph
  • Graph in which all neighbors of every vertex have distinct degrees

    In graph theory, a highly irregular graph is a graph in which, for every vertex, all neighbors of that vertex have distinct degrees. Irregular graphs were

    Highly irregular graph

    Highly irregular graph

    Highly_irregular_graph

  • Quantum optimization algorithms
  • Optimization algorithms using quantum computing

    vertex cover of a graph. The goal here is to find a minimum vertex cover of a graph: a collection of vertices such that each edge in the graph contains at least

    Quantum optimization algorithms

    Quantum_optimization_algorithms

  • Bunkbed conjecture
  • Conjecture in probabilistic combinatorics

    mathematics that studies the behavior of connected clusters in a random graph. The conjecture is named after its analogy to a bunk bed structure. It was

    Bunkbed conjecture

    Bunkbed conjecture

    Bunkbed_conjecture

  • Travelling salesman problem
  • NP-hard problem in combinatorial optimization

    version of the TSP (where given a length L, the task is to decide whether the graph has a tour whose length is at most L) belongs to the class of NP-complete

    Travelling salesman problem

    Travelling salesman problem

    Travelling_salesman_problem

  • Graphism thesis
  • Proposition that visual inscriptions are central to scientific practice

    presentation, with tables occupying more space than graphs. The graphism thesis has implications for several areas within the philosophy of science and

    Graphism thesis

    Graphism_thesis

  • Max-flow min-cut theorem
  • Equivalence of optimization problems

    notions must first be defined. A network consists of a finite directed graph G = (V, E), where V denotes the finite set of vertices and E ⊆ V×V is the

    Max-flow min-cut theorem

    Max-flow_min-cut_theorem

  • Homogeneous relation
  • Binary relation over a set and itself

    endorelations. Terminology particular for graph theory is used for description, with an ordinary (undirected) graph presumed to correspond to a symmetric

    Homogeneous relation

    Homogeneous_relation

  • Proof calculus
  • Formal language used to prove statements

    display logic, hypersequents, the calculus of structures, and bunched implication. Method of analytic tableaux Proof procedure Propositional proof system

    Proof calculus

    Proof_calculus

  • Betweenness centrality
  • Measure of a graph's centrality, based on shortest paths

    In graph theory, betweenness centrality is a measure of centrality in a graph based on shortest paths. Betweenness centrality measures how frequently a

    Betweenness centrality

    Betweenness centrality

    Betweenness_centrality

  • Tautology (logic)
  • In logic, a statement which is always true

    {\displaystyle R} to be true, and so the definition of tautological implication is trivially satisfied. Similarly, if S {\displaystyle S} is a tautology

    Tautology (logic)

    Tautology_(logic)

  • Levodopa
  • Dopaminergic medication

    oral administration of levodopa with large fluctuations (see the schematic graph figure). On the other hand, in a disease like Segawa syndrome, in which

    Levodopa

    Levodopa

    Levodopa

  • Exponential time hypothesis
  • Unproven computational hardness assumption

    graph k-colorability, finding Hamiltonian cycles, maximum cliques, maximum independent sets, and vertex cover on n {\displaystyle n} -vertex graphs.

    Exponential time hypothesis

    Exponential_time_hypothesis

  • Graph flattenability
  • -dimensional normed vector space is a property of graphs which states that any embedding, or drawing, of the graph in some high dimension d ′ {\displaystyle d'}

    Graph flattenability

    Graph_flattenability

  • Technological singularity
  • Hypothetical event

    want to go back to, is we really have to think through the economic implications. Because most people aren't spending a lot of time right now worrying

    Technological singularity

    Technological_singularity

  • Software testing
  • Checking software against expectations

    IBM study (Fagan's paper) contains claims that seem to contradict Boehm's graph and no numerical results that clearly correspond to his data points. Boehm

    Software testing

    Software testing

    Software_testing

  • Cyclic group
  • Mathematical group that can be generated as the set of powers of a single element

    graph is a cycle graph, and for an infinite cyclic group with its generator the Cayley graph is a doubly infinite path graph. However, Cayley graphs can

    Cyclic group

    Cyclic group

    Cyclic_group

  • Wagner's theorem
  • On forbidden minors in planar graphs

    In graph theory, Wagner's theorem is a mathematical forbidden graph characterization of planar graphs, named after Klaus Wagner, stating that a finite

    Wagner's theorem

    Wagner's theorem

    Wagner's_theorem

  • Donald Trump
  • President of the United States (2017–2021; since 2025)

    Balz, Dan (May 29, 2021). "The GOP push to revisit 2020 has worrisome implications for future elections". The Washington Post. Retrieved June 18, 2021.

    Donald Trump

    Donald Trump

    Donald_Trump

  • Issue-based information system
  • Argumentation scheme

    The basic structure of IBIS is a graph. It is therefore quite suitable to be manipulated by computer, as in a graph database. The elements of IBIS are:

    Issue-based information system

    Issue-based information system

    Issue-based_information_system

  • Abundance of elements in Earth's crust
  • water. The lanthanides are especially difficult to measure accurately. Graphs of abundance against atomic number can reveal patterns relating abundance

    Abundance of elements in Earth's crust

    Abundance_of_elements_in_Earth's_crust

  • Flatness problem
  • Cosmological fine-tuning problem

    ISBN 978-0-470-84835-7. Ryden p. 168 Stompor, Radek; et al. (2001). "Cosmological Implications of the MAXIMA-1 High-Resolution Cosmic Microwave Background Anisotropy

    Flatness problem

    Flatness problem

    Flatness_problem

  • American Sign Language
  • Sign language predominantly in the US

    Unicode Standard. SignWriting consists of more than 5000 distinct iconic graphs/glyphs. Currently, it is in use in many schools for the deaf, particularly

    American Sign Language

    American Sign Language

    American_Sign_Language

  • Gödel's incompleteness theorems
  • Limitative results in mathematical logic

    formal system known as primitive recursive arithmetic, which proves the implication Con(F)→GF, where Con(F) is a canonical sentence asserting the consistency

    Gödel's incompleteness theorems

    Gödel's_incompleteness_theorems

  • Kuramoto model
  • Exactly solvable model of coupled oscillators

    way. A graph with the minimal degree at least d min ≥ 0.5 n {\displaystyle d_{\text{min}}\geq 0.5\,n} will be connected nevertheless for a graph to synchronize

    Kuramoto model

    Kuramoto_model

  • Time series
  • Sequence of data points over time

    mathematics, a time series is a sequence of data points indexed, listed, or graphed in chronological order. Most commonly, a time series consists of observations

    Time series

    Time series

    Time_series

  • Spectral clustering
  • Clustering methods

    k-means in the eigenspace defined by the graph Laplacian. This theoretical insight has practical implications: the final clustering step in spectral clustering

    Spectral clustering

    Spectral clustering

    Spectral_clustering

  • RavenDB
  • NoSQL document-oriented database

    language, (RQL), and includes native features for handling time series, graph querying, and full-text search. It is cross-platform, supported on Windows

    RavenDB

    RavenDB

  • Singular matrix
  • Square matrix without an inverse

    or apply forces in certain directions. In graph theory and network physics, the Laplacian matrix of a graph is inherently singular (it has a zero eigenvalue)

    Singular matrix

    Singular matrix

    Singular_matrix

  • Digital marketing
  • Marketing of products or services using digital technologies or digital tools

    Ellis-Chadwick, Fiona (September 2000). "Retailer adoption of the Internet – Implications for retail marketing". European Journal of Marketing. 34 (8): 954–974

    Digital marketing

    Digital marketing

    Digital_marketing

  • Certifying algorithm
  • from graph theory. For instance, a classical algorithm for testing whether a graph is bipartite would simply output a Boolean value: true if the graph is

    Certifying algorithm

    Certifying_algorithm

  • Log transformation (statistics)
  • Transforming data by taking the logarithm

    that is to be applied, or to improve the interpretability or appearance of graphs. The log transform is invertible, continuous, and monotonic. The transformation

    Log transformation (statistics)

    Log_transformation_(statistics)

  • Associative property
  • Property of a mathematical operation

    Transformation rules Propositional calculus Rules of inference (List) Implication introduction / elimination (modus ponens) Biconditional introduction /

    Associative property

    Associative property

    Associative_property

  • Lonely runner conjecture
  • Unsolved problem in mathematics

    problems and bounds on properties, related to chromatic numbers, of certain graphs. Consider n {\displaystyle n} runners on a circular track of unit length

    Lonely runner conjecture

    Lonely_runner_conjecture

AI & ChatGPT searchs for online references containing IMPLICATION GRAPH

IMPLICATION GRAPH

AI search references containing IMPLICATION GRAPH

IMPLICATION GRAPH

  • Voisin
  • Surname or Lastname

    English (of Norman origin) and French

    Voisin

    English (of Norman origin) and French : from Old French voisin ‘neighbor’ (Anglo-Norman French veisin) . The application is uncertain; it may be a nickname for a ‘good neighbor’, or for someone who used this word as a frequent term of address, or it may be a topographic name for someone who lived on a neighboring property.

    Voisin

  • Joynt
  • Surname or Lastname

    English

    Joynt

    English : presumably from Old French joint ‘united’, ‘joined’. The application as a surname is unclear.

    Joynt

  • Daunte
  • Boy/Male

    Italian Spanish

    Daunte

    Enduring. The poet Dante Alighieri wrote The Divine Comedy with its graphic description of...

    Daunte

  • Branch
  • Surname or Lastname

    English

    Branch

    English : from Middle English, Old French branche ‘branch’ (Late Latin branca ‘foot’, ‘paw’), the application of which as a surname is not clear. In America it has been adopted as a translation of any of the numerous Swedish surnames containing the element gren ‘branch’, and likewise of French Labranche, German Zweig, and Finnish Haara, Oksa, and Oksana.

    Branch

  • Yachika
  • Boy/Male

    Hindu, Indian

    Yachika

    Application

    Yachika

  • Puryear
  • Surname or Lastname

    English

    Puryear

    English : variant of Perrier 1 and 2.American bearers of the surname include Bennet Puryear (1826–1914), born in Mecklenburg Co., VA, youngest son of Thomas and Elizabeth (Marshall) Puryear, who studied medicine and chemistry before the Civil War, after which he became a professor of chemistry; he did pioneering work in the application of chemistry to agriculture. He had 11 children by his two wives.

    Puryear

  • Dante
  • Boy/Male

    Spanish American Italian Latin

    Dante

    Enduring. The poet Dante Alighieri wrote The Divine Comedy with its graphic description of...

    Dante

  • Bill
  • Surname or Lastname

    English and German

    Bill

    English and German : from a Germanic personal name, either a short form of compound names such as Billard, or else a byname Bill(a), from Old English bil ‘sword’, ‘halberd’ (or a Continental cognate). (Bill as a short form of William was not used until the 17th century.)English : metonymic occupational name for a maker of pruning hooks and similar implements, from Middle English bill, from Old English bil ‘sword’, with the meaning shifted to a more peaceful agricultural application (see Biller 5).

    Bill

  • Spire
  • Surname or Lastname

    English

    Spire

    English : nickname for a tall, thin man, from Middle English spir ‘stalk’, ‘stem’. This was apparently used as a personal name or byname, in view of the fact that there are patronymic derivatives. In some Middle English dialects this word also denoted reeds, and the surname may in part have been originally a topographic name for someone who lived in a marshy area. The application to a church steeple is not attested before the 16th century, and is not a likely source of the surname.Jewish (Ashkenazic) : variant of Spiro.

    Spire

  • Jobe
  • Surname or Lastname

    English

    Jobe

    English : variant spelling of Job.English : nickname from Old French job, joppe ‘sorry wretch’, ‘fool’ (perhaps a transferred application of the name of the Biblical character).English : from Middle English jubbe, jobbe ‘vessel containing four gallons’, hence perhaps a metonymic occupational name for a cooper. It could also have been a nickname for a heavy drinker or for a tubby person.English : metonymic occupational name for a maker or seller (or nickname for a wearer) of the long woolen garment known in Middle English and Old French as a jube or jupe. This word ultimately derives from Arabic.

    Jobe

  • Gurley
  • Surname or Lastname

    English (Warwickshire)

    Gurley

    English (Warwickshire) : apparently a variant of Gourley or Gorley.Possibly an Americanized spelling of French Gourlé, from Old French gourle ‘money belt’. Its application as a surname is not clear; it may have been a metonymic occupational name for a maker of such receptacles, or perhaps a nickname for someone who was tight with his money.Alternatively, it may be an Americanized form of German Gerling or Gerlich.

    Gurley

  • Diver
  • Surname or Lastname

    Irish (County Donegal)

    Diver

    Irish (County Donegal) : Anglicized form of Gaelic Ó Duibhidhir or sometimes of Mac Duibhidhir (see Dwyer, also Dyer).English : of uncertain derivation; possibly from diver, an agent derivative of Middle English dive ‘to dip or plunge’, but if so the application is obscure. It may be a nickname for someone compared to a diving bird. Compare Ducker.

    Diver

  • Dantel
  • Boy/Male

    Italian Spanish

    Dantel

    Enduring. The poet Dante Alighieri wrote The Divine Comedy with its graphic description of...

    Dantel

  • Toogood
  • Surname or Lastname

    English

    Toogood

    English : apparently a nickname from Middle English to ‘exceedingly’ + gode ‘good’, perhaps ironic in application.

    Toogood

  • Dearth
  • Surname or Lastname

    English

    Dearth

    English : nickname from Middle English derth ‘famine’ (of uncertain application) or de(e)th ‘death’, Old English dēa{dh}. The latter name would have been acquired by someone who had played the part of the personified figure of Death in a pageant or play, or else one who was habitually gloomy or sickly, and the insertion of the letter -r- may have been a deliberate attempt to dissociate the name from death.

    Dearth

  • Tata
  • Girl/Female

    African, Anglo, British, Chinese, English, German, Hebrew, Swahili

    Tata

    To Tangle; Complication; Difficulty; Fairy Princess

    Tata

  • Graff
  • Surname or Lastname

    German (also Gräff), Dutch, and Jewish (Ashkenazic)

    Graff

    German (also Gräff), Dutch, and Jewish (Ashkenazic) : variant of Graf.English : metonymic occupational name for a clerk or scribe, from Anglo-Norman French grafe ‘quill’, ‘pen’ (a derivative of grafer ‘to write’, Late Latin grafare, from Greek graphein).

    Graff

  • Daughters
  • Surname or Lastname

    English

    Daughters

    English : from Middle English, Old English dohtor ‘daughter’. The application is unclear; perhaps it was a surname acquired by the retainers of an heiress of an important family.

    Daughters

  • Stagg
  • Surname or Lastname

    English

    Stagg

    English : nickname from Old English stagga ‘male deer’, ‘stag’. In northern dialects of Middle English the term was also used of a young horse, perhaps under Scandinavian influence, and in some cases this meaning may lie behind the original application of the name.

    Stagg

  • Devine
  • Surname or Lastname

    Irish

    Devine

    Irish : reduced Anglicized form of either of two Gaelic names, Ó Duibhín ‘descendant of Duibhín’, a byname meaning ‘little black one’, or Ó Daimhín ‘descendant of Daimhín’, a byname meaning ‘fawn’, ‘little stag’. These are attenuated versions of Ó Dubháin and Ó Damháin, and are the phonetic origin of Anglicizations with an internal v (as opposed to w, as in Dewan, or monosyllabic forms with an o or u) (see Doane).English and French : nickname, of literal or ironic application, from Middle English, Old French devin, divin ‘excellent’, ‘perfect’ (Latin divinus ‘divine’).

    Devine

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  • Application
  • n.

    The act of making request of soliciting; as, an application for an office; he made application to a court of chancery.

  • Implication
  • n.

    The act of implicating, or the state of being implicated.

  • Intrigue
  • v. i.

    Intricacy; complication.

  • Implicatively
  • adv.

    By implication.

  • Misexplication
  • n.

    Wrong explication.

  • Implore
  • n.

    Imploration.

  • Implicative
  • a.

    Tending to implicate.

  • Appliedly
  • adv.

    By application.

  • Application
  • n.

    A request; a document containing a request; as, his application was placed on file.

  • Appliment
  • n.

    Application.

  • Impliedly
  • adv.

    By implication or inference.

  • Implication
  • n.

    An implying, or that which is implied, but not expressed; an inference, or something which may fairly be understood, though not expressed in words.

  • Application
  • n.

    The act of fixing the mind or closely applying one's self; assiduous effort; close attention; as, to injure the health by application to study.

  • Application
  • n.

    The act of directing or referring something to a particular case, to discover or illustrate agreement or disagreement, fitness, or correspondence; as, I make the remark, and leave you to make the application; the application of a theory.

  • Imprecation
  • n.

    The act of imprecating, or invoking evil upon any one; a prayer that a curse or calamity may fall on any one; a curse.

  • Imploration
  • n.

    The act of imploring; earnest supplication.

  • Duplication
  • n.

    The act or process of dividing by natural growth or spontaneous action; as, the duplication of cartilage cells.

  • Application
  • n.

    The capacity of being practically applied or used; relevancy; as, a rule of general application.

  • Application
  • n.

    The act of applying or laying on, in a literal sense; as, the application of emollients to a diseased limb.

  • Application
  • n.

    Hence, in specific uses: (a) That part of a sermon or discourse in which the principles before laid down and illustrated are applied to practical uses; the "moral" of a fable. (b) The use of the principles of one science for the purpose of enlarging or perfecting another; as, the application of algebra to geometry.