Random graph
In mathematics, random graph is the general term to refer to probability distributions over graphs. Random graphs may be described simply by a probability distribution, or by a random process which generates them. The theory of random graphs lies at the intersection between graph theory and probability theory. From a mathematical perspective, random graphs are used to answer questions about the properties of typical graphs. Its practical applications are found in all areas in which complex networks need to be modeled – many random graph models are thus known, mirroring the diverse types of complex networks encountered in different areas. In a mathematical context, random graph refers almost exclusively to the Erdős–Rényi random graph model. In other contexts, any graph model may be referre
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Ahlswede–Daykin inequalityAlan M. FriezeAlfréd RényiAlgebraic connectivityAlgorithmic Lovász local lemmaAlmost allAlmost surelyAnalysis of Boolean functionsAssortativityAsymmetric graphBack-and-forth methodBenedikt JahnelBenjamin RossmanBenny SudakovBounded expansionBruce Reed (mathematician)Béla BollobásCatalog of articles in probability theoryCatherine GreenhillChristina GoldschmidtClique problemClustering coefficientCombinatoricsComplex networkContinuum percolation theoryCritical exponentCritical point (network science)Crossing number inequalityCubic graphCuckoo hashingDegeneracy (graph theory)Degree distributionDigital philosophyEdgar GilbertEdge coloringEfficiency (network science)Eli ShamirEntropy of network ensemblesErdős on Graphs
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Random graph
In mathematics, random graph is the general term to refer to probability distributions over graphs. Random graphs may be described simply by a probability distribution, or by a random process which generates them. The theory of random graphs lies at the intersection between graph theory and probability theory. From a mathematical perspective, random graphs are used to answer questions about the properties of typical graphs. Its practical applications are found in all areas in which complex networks need to be modeled – many random graph models are thus known, mirroring the diverse types of complex networks encountered in different areas. In a mathematical context, random graph refers almost exclusively to the Erdős–Rényi random graph model. In other contexts, any graph model may be referre
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En Matemáticas se denomina gra ...... orias es modelo Erdös–Rényi.
@es
En mathématiques, un graphe al ...... es publiés entre 1959 et 1968.
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En slumpgraf är inom matematik ...... inom exempelvis epidemiologi.
@sv
In mathematics, random graph i ...... referred to as a random graph.
@en
In teoria dei grafi un grafo a ...... vertici che tende a infinito.
@it
Na matemática, o grafo aleatór ...... erido como um grafo aleatório.
@pt
V matematice rozumíme pojmem n ...... limitně velkém počtu vrcholů.
@cs
Случайный граф — общий термин ...... рафов означает случайный граф.
@ru
У математиці випадковий граф — ...... рафів означає випадковий граф.
@uk
الرسم البياني العشوائي (بالإنج ...... البيانية العشوائية المتطابقة.
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En Matemáticas se denomina gra ...... orias es modelo Erdös–Rényi.
@es
En mathématiques, un graphe al ...... es publiés entre 1959 et 1968.
@fr
En slumpgraf är inom matematik ...... inom exempelvis epidemiologi.
@sv
In mathematics, random graph i ...... any graph model may be referre
@en
In teoria dei grafi un grafo a ...... dere effetti di massa critica.
@it
Na matemática, o grafo aleatór ...... lquer modelo gráfico pode ser
@pt
V matematice rozumíme pojmem n ...... ně vznikajících interakcí. V t
@cs
Случайный граф — общий термин ...... рафов означает случайный граф.
@ru
У математиці випадковий граф — ...... рафів означає випадковий граф.
@uk
الرسم البياني العشوائي (بالإنج ...... البيانية العشوائية المتطابقة.
@ar
label
Grafo aleatorio
@es
Grafo aleatorio
@it
Grafo aleatório
@pt
Graphe aléatoire
@fr
Náhodný graf
@cs
Random graph
@en
Slumpgraf
@sv
Zufallsgraph
@de
Випадковий граф
@uk
Случайный граф
@ru