Malwina Luczak

Q: What Schools Are Affiliated With Malwina Luczak

Malwina Luczak is affiliated with the following schools: Queen Mary University of London, University of Warsaw, Australian National University, University of Cambridge, London School of Economics, University of Sheffield, La Trobe University, University of Oxford, University of Melbourne

Malwina Luczak's AcademicInfluence.com Rankings

Malwina Luczak

Mathematics

#8091

World Rank

#10988

Historical Rank

Group Theory

#530

World Rank

#621

Historical Rank

Number Theory

#532

World Rank

#656

Historical Rank

Algebra

#855

World Rank

#1117

Historical Rank

mathematics Degrees

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Mathematics

Malwina Luczak's Degrees

Bachelors Mathematics University of Warsaw
Masters Mathematics University of Warsaw

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Why Is Malwina Luczak Influential?

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According to Wikipedia, Malwina J. Luczak is a mathematician specializing in probability theory and the theory of random graphs. She is Professor of Applied Probability and Leverhulme International Professor at the Department of Mathematics at the University of Manchester.

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Malwina Luczak's Published Works

Number of citations in a given year to any of this author's works

Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author

Published Works

Glauber dynamics for the mean-field Ising model: cut-off, critical power law, and metastability (2007) (134)
A simple solution to the k‐core problem (2005) (133)
A new approach to the giant component problem (2007) (132)
On the maximum queue length in the supermarket model (2006) (95)
Law of large numbers for the SIR epidemic on a random graph with given degrees (2013) (92)
Asymptotic normality of the k-core in random graphs (2006) (50)
Strong approximation for the supermarket model (2004) (45)
Susceptibility in subcritical random graphs (2008) (40)
On the power of two choices: Balls and bins in continuous time (2005) (37)
Building uniformly random subtrees (2004) (36)
Asymptotic distributions and chaos for the supermarket model (2007) (29)
Random subgraphs of the 2D Hamming graph: the supercritical phase (2008) (25)
Averaging over fast variables in the fluid limit for Markov chains: Application to the supermarket model with memory (2010) (24)
The phase transition in the cluster‐scaled model of a random graph (2006) (23)
Bisecting sparse random graphs (2001) (23)
Concentration of measure and mixing of Markov chains (2008) (22)
Reducing network congestion and blocking probability through balanced allocation (1999) (19)
The supermarket model with arrival rate tending to one (2012) (19)
Concentration for locally acting permutations (2003) (19)
The Greedy Independent Set in a Random Graph with Given Degrees (2015) (18)
Multivariate approximation in total variation, II: Discrete normal approximation (2016) (17)
The phase transition in the cluster-scaled model of a random graph (2006) (16)
Vertices of high degree in the preferential attachment tree (2010) (16)
Laws of large numbers for epidemic models with countably many types (2008) (15)
A law of large numbers approximation for Markov population processes with countably many types (2009) (14)
On-line routing of random calls in networks (2003) (13)
The mathematics of causal sets (2015) (12)
Multivariate approximation in total variation, I: equilibrium distributions of Markov jump processes (2015) (12)
Extinction times in the subcritical stochastic SIS logistic epidemic (2013) (12)
Component structure of the configuration model: Barely supercritical case (2016) (11)
Order-invariant measures on causal sets (2009) (8)
Multivariate approximation in total variation (2015) (8)
Central limit approximations for Markov population processes with countably many types (2012) (8)
Individual and patch behaviour in structured metapopulation models (2014) (7)
The Supermarket Model with Bounded Queue Lengths in Equilibrium (2018) (7)
Near-critical SIR epidemic on a random graph with given degrees (2015) (7)
The second largest component in the supercritical 2D Hamming graph (2008) (7)
Order-Invariant Measures on Fixed Causal Sets (2009) (6)
Optimal arrangement of data in a tree directory (2002) (6)
A quantitative differential equation approximation for a routing model (2012) (5)
A fixed-point approximation for a routing model in equilibrium (2013) (5)
Balanced routing of random calls (2008) (4)
A Quantitative Law of Large Numbers via Exponential Martingales (2003) (4)
Extinction time for the weaker of two competing SIS epidemics (2018) (2)
Near-critical SIR epidemic on a random graph with given degrees (2016) (1)
Cache as ca$h can (2000) (1)
Long-term concentration of measure and cut-off (2019) (0)
Percolation on the 2D Hamming graphs : the supercritical phase (2007) (0)
Strategic Resource Planning for Optimum Service Quality Provided by Gail Lochtie , British Telecom (2010) (0)
The Supermarket Model with Bounded Queue Lengths in Equilibrium (2018) (0)
Minisymposium asymptotic properties of complex random systems and applications (2010) (0)
Strategic Resource Planning for Optimum Service Quality (1999) (0)
A law of large numbers approximation for Markov population processes with countably many types (2011) (0)
Individual and patch behaviour in structured metapopulation models (2014) (0)
A note on the Markovian SIR epidemic on a random graph with given degrees (2021) (0)
Cache as Ca$h Can Cache as Ca$h Can (2000) (0)
Extinction times in the subcritical stochastic SIS logistic epidemic (2018) (0)

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What Schools Are Affiliated With Malwina Luczak?

Malwina Luczak is affiliated with the following schools:

Malwina Luczak's Academic­Influence.com Rankings

Malwina Luczak's Degrees

Similar Degrees You Can Earn

Why Is Malwina Luczak Influential?

Malwina Luczak's Published Works

Published Works

Other Resources About Malwina Luczak

What Schools Are Affiliated With Malwina Luczak?

Malwina Luczak's AcademicInfluence.com Rankings