J. Beck

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Random and Quasi-Random Point Sets

P. Hellekalek, G. Larcher, J. Beck, 1998 .

Discrepancy Theory

J. Beck, V. Sós, 1996 .

An Algorithmic Approach to the Lovász Local Lemma. I

József Beck, J. Beck, 1991, Random Struct. Algorithms.

Combinatorial Games: Tic-Tac-Toe Theory

J. Beck, 2008 .

Irregularities of distribution

J. Beck, William W. L. Chen, William W. L. Chen, 1987 .

Irregularities of distribution

J. Beck, William W. L. Chen, 1987 .

Note on Irregularities of Distribution II

J. Beck, William W. L. Chen, 1990 .

On a problem of K.F. Roth concerning irregularities of point distribution

J. Beck, 1983 .

IRREGULARITIES OF POINT DISTRIBUTION RELATIVE TO HALF-PLANES I

J. Beck, William W. L. Chen, 1993 .

13 GEOMETRIC DISCREPANCY THEORY AND UNIFORM DISTRIBUTION

J. Beck, William W. L. Chen, J. Alexander, 2016 .

Inevitable Randomness in Discrete Mathematics

J. Beck, 2009 .

Sums of distances between points on a sphere — an application of the theory of irregularities of distribution to discrete Geometry

J. Beck, 1984 .

Irregularities of Distribution, Ii

J. Beck, 1988 .

A two-dimensional van Aardenne-Ehrenfest theorem in irregularities of distribution

J. Beck, 1989 .

Flat Polynomials on the unit Circle—Note on a Problem of Littlewood

J. Beck, 1991 .

Some upper bounds in the theory of irregularities of distribution

J. Beck, 1984 .

There is no fast method for finding monochromatic complete subgraphs

József Beck, J. Beck, 1983, J. Comb. Theory, Ser. B.

Random Graphs and Positional Games on the Complete Graph

József Beck, J. Beck, 1985 .

Lattice Point Problems: Crossroads of Number Theory, Probability Theory and Fourier Analysis

J. Beck, 2004 .

Pell’s Equation, Superirregularity and Randomness

J. Beck, 2014 .

A Discrepancy Problem: Balancing Infinite Dimensional Vectors

J. Beck, 2017 .

Pell equation and randomness

J. Beck, 2015 .

Randomness in lattice point problems

József Beck, J. Beck, 2001, Discret. Math..

Surplus of Graphs and the Lovász Local Lemma

J. Beck, 2008 .

Deterministic Approach to the Kinetic Theory of Gases

J. Beck, 2010 .

Note on irregularities of distribution

J. Beck, William W. L. Chen, 1986 .

Workshop: Analytic Number Theory Table of Contents

J. Beck, A. Arbor, H. Montgomery, 2014 .

Surveys in combinatorics 1985: Irregularities of distribution and combinatorics

J. Beck, 1985 .

Games, Randomness and Algorithms

József Beck, J. Beck, 2013, The Mathematics of Paul Erdős I.

Arithmetic Progressions and Tic-Tac-Toe Games

József Beck, J. Beck, 2008 .

On 3-chromatic hypergraphs

J. Beck, J. Beck, 1978, Discret. Math..

Van der waerden and ramsey type games

József Beck, J. Beck, 1981, Comb..

What Is “Probabilistic” Diophantine Approximation?

József Beck, J. Beck, 2014 .

Fourier analysis and the kinetic theory of gases

J. Beck, 2012 .

Randomness of the square root of 2 and the Giant Leap, Part 1

József Beck, J. Beck, 2010, Period. Math. Hung..

Super-Uniformity of The Typical Billiard Path

J. Beck, 2010 .

Strong Uniformity and Large Dynamical Systems

Jozsef Beck, J. Beck, 2017 .

From Probabilistic Diophantine Approximation to Quadratic Fields

J. Beck, 1998 .

Positional Games and the Second Moment Method

József Beck, J. Beck, 2002, Comb..

Deterministic Graph Games and a Probabilistic Intuition

József Beck, J. Beck, 1994, Combinatorics, Probability and Computing.

Remarks on positional games. I

József Beck, J. Beck, 1982 .

"Integer-making" theorems

József Beck, Tibor Fiala, J. Beck, 1981, Discret. Appl. Math..

On the lattice property of the plane and some problems of Dirac, Motzkin and Erdős in combinatorial geometry

József Beck, J. Beck, 1983, Comb..

Lower bounds on the approximation of the multivariate empirical process

József Beck, J. Beck, 1985 .

Variations on a Game

József Beck, László Csirmaz, J. Beck, 1982, J. Comb. Theory, Ser. A.

On a generalization of Kaplansky's game

József Beck, J. Beck, 1982, Discret. Math..

Balanced two-colorings of finite sets in the square I

József Beck, J. Beck, 1981, Comb..

Well-distributed 2-colorings of integers relative to long arithmetic progressions

József Beck, Joel Spencer, J. Spencer, 1984 .

An attempt to prove an effective Siegel theorem--Part One

J. Beck, 2013, 1311.1478.

On size Ramsey number of paths, trees, and circuits. I

József Beck, J. Beck, 1983, J. Graph Theory.

Recurrence of inhomogeneous random walks

J. Beck, 2017, Period. Math. Hung..

On a Geometric Problem of Erdös, Sárkozy, and Szermerédi Concerning Vector Sums

József Beck, J. Beck, 1983, Eur. J. Comb..

FROM KHINCHIN’S CONJECTURE ON STRONG UNIFORMITY TO SUPERUNIFORM MOTIONS

J. Beck, 2015 .

Combinatorial Games: Tic-Tac-Toe Theory

J. Beck, 2008 .

Randomness of the square root of 2 and the giant leap, part 2

József Beck, J. Beck, 2011, Period. Math. Hung..

Positional Games

József Beck, J. Beck, 1981, Combinatorics, Probability and Computing.

Roth’s estimate of the discrepancy of integer sequences is nearly sharp

József Beck, J. Beck, 1981, Comb..

Irregularities of point distribution relative to convex polygons II

József Beck, J. Beck, William W. L. Chen, 1993 .

Geometric discrepancy theory and uniform distribution

József Beck, J. Ralph Alexander, J. Beck, 1997 .

Lattice point counting and the probabilistic method

J. Beck, 2010 .

On a problem of W. M. Schmidt concerning one-sided irregularities of point distributions

J. Beck, 1989 .

Probabilistic diophantine approximation, I. Kronecker sequences

József Beck, J. Beck, 1994 .