In graph theory and statistics, a graphon (also known as a graph limit) is a symmetric measurable function W : [ 0 , 1 ] 2 → [ 0 , 1 ] {\displaystyle...

GraphOn GO-Global is a multi-user remote access application for Windows. GO-Global is a product of GraphOn Corporation. GraphOn was founded in 1982 as...

accounts: an eklogistes and a graphon ton nomon.: 58  The eklogistes was responsible for general financial affairs while the graphon ton nomon likely dealt with...

generalized to the case where instead of a graph G {\displaystyle G} , we have a graphon W {\displaystyle W} , t ( H , W ) = ∫ [ 0 , 1 ] | V ( H ) | ∏ i j ∈ E (...

Ericom Software 2015 2019, 9.1 Proprietary No No GO-Global Proprietary GraphOn ? ? Proprietary No No Goverlan Systems Management (Goverlan Reach Remote...

between two vertices) Tree (descriptive set theory) Euler tour technique Graphon Conceptual graph Entitative graph Existential graph Laws of Form Logical...

counting lemma provides a similar yet more general notion on the space of graphons, in which a scalar of the cut distance between two graphs is correlated...

mathematician interested in probability theory and stochastic processes, including graphons, random planar maps, the Schramm–Loewner evolution, and their applications...

multiple nights a week. One of the significant items on display is the Graphon alto saxophone played by Charlie Parker at the famous January, 1953 Massey...

distance one? Sidorenko's conjecture on homomorphism densities of graphs in graphons Tutte's conjectures: every bridgeless graph has a nowhere-zero 5-flow every...

^{-2}}} parts. This notion can be extended to graphons by defining a stepping operator. Given a graphon W {\displaystyle W} and a partition P {\displaystyle...

from any remote computer running a Web browser. Menta was acquired by GraphOn Corporation in 2001. Ginger Software uses patented software algorithms...

definition of forcing graphs using the language of graphons. Formally, a graph is called forcing if every graphon W such that t(F, W) = t(K2, W)e(F) is constant...

provides an intuitive inequality about graph homomorphism densities in graphons. The conjectured inequality can be interpreted as a statement that the...

British-Swedish mathematical statistician known for her research on wavelets, graphons, and high-dimensional statistics and for her columns on algorithmic bias...

graphs H {\displaystyle H} . By extending the homomorphism density to graphons, which are objects that arise as a limit of dense graphs, the graph homomorphism...

of graphs. To deal with this, weighted graphs or graphons are often considered. In particular, graphons contain the limit of any infinite sequence of graphs...

British mathematical statistician known for her research on wavelets, graphons, and high-dimensional statistics Beatrice S. Orleans (died 2011), chief...

Sidorenko's conjecture that, for any bipartite graph H, uniformly random graphons have the fewest subgraphs isomorphic to H when the edge density is fixed...

Adsorbed Molecules from Adsorption Isotherm Measurements: Nitrogen on Graphon (1951) The Catalytic Synthesis of Water Vapor in Contact with Metallic...

are algebraic signal models. These objects include including quivers, graphons, semilattices, finite groups, and Lie groups, and others. In the framework...

love-stories with some very odd questions on the subject Περὶ γραφῶν (Peri graphōn); on paintings Περιγραφαί (Perigraphai); ? the reading in Athenaeus is...

co-founded in 2008. Borgs' research includes developing the theory of graphons, computational analyses of the folk theorem (game theory), the planted...

motivation for considering sequences of groups stems from its connections with graphons, which are defined as limits of graphs in a certain sense. Fix a real number...

generalized definition of cut norm is crucial in the study of the space of graphons, and the two definitions of cut norm can be linked via the adjacency matrix...

theory,[GR] the rectilinear crossing number of the complete graph,[CQ] and graphons.[D1][D2] With László Lovász and József Pelikán, she is the author of the...

F ) + 1 {\displaystyle t(F,W)+t(F,1-W)\geq 2^{-e(F)+1}} holds for any graphon W {\displaystyle W} , where e ( F ) {\displaystyle e(F)} is the number...