Combinatorics Probability & Computing

Papers
(The TQCC of Combinatorics Probability & Computing is 2. The table below lists those papers that are above that threshold based on CrossRef citation counts [max. 250 papers]. The publications cover those that have been published in the past four years, i.e., from 2021-08-01 to 2025-08-01.)
ArticleCitations
On the maximum number of edges in -critical graphs11
A generalization of Bondy’s pancyclicity theorem7
Sampling from the random cluster model on random regular graphs at all temperatures via Glauber dynamics6
On Turán exponents of bipartite graphs6
Ramsey upper density of infinite graphs6
A generalisation of Varnavides’s theorem6
A blurred view of Van der Waerden type theorems6
Essential covers of the hypercube require many hyperplanes6
Vertex-critical graphs far from edge-criticality6
A bipartite version of the Erdős–McKay conjecture6
The distribution of the maximum protection number in simply generated trees5
Hypergraph independence polynomials with a zero close to the origin5
Unimodular random one-ended planar graphs are sofic5
Bipartite-ness under smooth conditions5
Rainbow Hamiltonicity in uniformly coloured perturbed digraphs5
Critical configurations of the hard-core model on square grid graphs4
Threshold graphs maximise homomorphism densities4
On perfect subdivision tilings4
On the size of maximal intersecting families4
On random walks and switched random walks on homogeneous spaces4
Sampling repulsive Gibbs point processes using random graphs3
Transversal Ck-factors in subgraphs of the balanced blow-up of Ck3
Supercritical site percolation on the hypercube: small components are small3
Random feedback shift registers and the limit distribution for largest cycle lengths3
The chromatic profile of locally colourable graphs3
On the exponential growth rates of lattice animals and interfaces3
Forcing generalised quasirandom graphs efficiently3
Unusually large components in near-critical Erdős–Rényi graphs via ballot theorems3
Clustered colouring of graph classes with bounded treedepth or pathwidth3
The critical mean-field Chayes–Machta dynamics3
Sharp bounds for a discrete John’s theorem2
On minimum spanning trees for random Euclidean bipartite graphs2
Unavoidable patterns in locally balanced colourings2
Short proof of the hypergraph container theorem2
Many Hamiltonian subsets in large graphs with given density2
On bucket increasing trees, clustered increasing trees and increasing diamonds2
Clique-factors in graphs with sublinear -independence number2
Hypergraphs without non-trivial intersecting subgraphs2
Expected number of faces in a random embedding of any graph is at most linear2
Distribution of tree parameters by martingale approach2
Refined universality for critical KCM: lower bounds2
Approximation of subgraph counts in the uniform attachment model2
Limiting empirical spectral distribution for the non-backtracking matrix of an Erdős-Rényi random graph2
Strong complete minors in digraphs2
Removal lemmas and approximate homomorphisms2
Noise sensitivity of the minimum spanning tree of the complete graph2
Expansion for the critical point of site percolation: the first three terms2
On the zeroes of hypergraph independence polynomials2
Ramsey simplicity of random graphs2
Poset Ramsey numbers: large Boolean lattice versus a fixed poset2
Algorithms for the ferromagnetic Potts model on expanders2
Product structure of graph classes with bounded treewidth2
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