József Beck

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All published works

Action	Title	Year	Authors
+	Non-Integrable Flat Dynamical Systems	2024	József Beck William W L Chen Yuxuan Yang
+ PDF Chat	Uniformity of geodesic flow in non-integrable 3-manifolds	2024	József Beck W. W. L. Chen Y. Yang
+ PDF Chat	A note on density of geodesics	2024	József Beck W. W. L. Chen Yifan Yang
+ PDF Chat	A note on the Kronecker--Weyl equidistribution theorem	2024	József Beck William Chen Yaping Yang
+ PDF Chat	Generalization of a density theorem of Khinchin and diophantine approximation	2023	József Beck William Chen
+ PDF Chat	New Kronecker–Weyl type equidistribution results and Diophantine approximation	2023	József Beck William Chen Yuxuan Yang
+ PDF Chat	THE KRONECKER–WEYL EQUIDISTRIBUTION THEOREM AND GEODESICS IN 3-MANIFOLDS – RETRACTION	2022	József Beck W. W. L. CHEN
+ PDF Chat	Quantitative Behavior Of Non-Integrable Systems. IV	2022	József Beck William Chen Yusheng Yang
+ PDF Chat	Quantitative behavior of non-integrable systems. III	2022	József Beck W. W. L. Chen Yusheng Yang
+	The Veech discrete 2-circle problem and non-integrable flat systems	2021	József Beck W.W.L. Chen Yusheng Yang
+	Superdensity of non-integrable billiards	2021	József Beck W.W.L. Chen
+	Time-quantitative density of non-integrable systems	2021	József Beck W.W.L. Chen
+	A mod n version of the Kronecker-Weyl equidistribution theorem	2021	József Beck W.W.L. Chen
+	Superdensity and super-micro-uniformity in non-integrable flat systems	2021	József Beck W.W.L. Chen
+	New Kronecker-Weyl type equidistribution results and diophantine approximation	2021	József Beck W.W.L. Chen Yusheng Yang
+	Generalization of a density theorem of Khinchin and diophantine approximation	2021	József Beck W.W.L. Chen
+	Uniformity of 3-dimensional billiards	2020	József Beck William Chen
+	Equidistribution of Dynamical Systems	2020	József Beck
+	Quantitative behavior of non-integrable systems. II	2020	József Beck M. Donders Yusheng Yang
+	Quantitative behavior of non-integrable systems. I	2020	József Beck M. Donders Yusheng Yang
+	Quantitative behavior of non-integrable systems (IV)	2020	József Beck William Chen Yuxuan Yang
+	The Kronecker-Weyl equidistribution theorem and geodesics in 3-manifolds	2020	József Beck William Chen
+ PDF Chat	Handbook of Discrete and Computational Geometry, Third Edition	2017	J. Ralph Alexander József Beck William Chen
+	Recurrence of inhomogeneous random walks	2017	József Beck
+	A Discrepancy Problem: Balancing Infinite Dimensional Vectors	2017	József Beck
+	Siegel’s Lemma Is Sharp	2017	József Beck
+ PDF Chat	DIMENSION‐FREE UNIFORMITY WITH APPLICATIONS, I	2017	József Beck
+	Probabilistic Diophantine Approximation: Randomness in Lattice Point Counting	2016	József Beck
+	Strong Uniformity and Large Dynamical Systems	2015	József Beck
+	Pell equation and randomness	2015	József Beck
+	FROM KHINCHIN'S CONJECTURE ON STRONG UNIFORMITY TO SUPERUNIFORM MOTIONS	2014	József Beck
+	Probabilistic Diophantine Approximation	2014	József Beck
+	What Is “Probabilistic” Diophantine Approximation?	2014	József Beck
+	Proving Randomness	2014	József Beck
+	Pell’s Equation, Superirregularity and Randomness	2014	József Beck
+	Superirregularity	2014	József Beck
+	Expectation, and Its Connection with Quadratic Fields	2014	József Beck
+	Games, Randomness and Algorithms	2013	József Beck
+	An attempt to prove an effective Siegel theorem--Part One	2013	József Beck
+	Almost collinear triples among N points on the plane	2012	József Beck
+	Randomness of the square root of 2 and the giant leap, part 2	2011	József Beck
+	Randomness of the square root of 2 and the Giant Leap, Part 1	2010	József Beck
+	Super-Uniformity of The Typical Billiard Path	2010	József Beck
+ PDF Chat	Lattice point counting and the probabilistic method	2010	József Beck
+	Collecting data: Apparent randomness of digit sequences	2009	József Beck
+ PDF Chat	Collecting proofs for the SLG conjecture	2009	József Beck
+	Yet another simplification: Sparse hypergraphs and the surplus	2009	József Beck
+ PDF Chat	Laplace and the principle of insufficient reason	2009	József Beck
+	Ramsey theory and games	2009	József Beck
+	Proof of theorem 1: Combining the variance with an exponential sum	2009	József Beck
+ PDF Chat	Conclusion (II): Beyond the SLG conjecture	2009	József Beck
+	Proof of theoem 2: The upper bound	2009	József Beck
+	Arithmetic Progressions and Tic-Tac-Toe Games	2008	József Beck
+	Advanced decomposition	2008	József Beck
+	Ramsey Numbers	2008	József Beck
+	Games and randomness	2008	József Beck
+	Surplus of Graphs and the Lovász Local Lemma	2008	József Beck
+	Positional Games	2005	József Beck
+	Geometric Discrepancy Theory Anduniform Distribution	2004	J Ralph Alexander József Beck William Chen
+	Lattice Point Problems: Crossroads of Number Theory, Probability Theory and Fourier Analysis	2004	József Beck
+	Positional Games and the Second Moment Method	2002	József Beck
+	Ramsey games	2002	József Beck
+	Efficient proper 2-coloring of almost disjoint hypergraphs	2002	József Beck Sachin Lodha
+	None	2002	József Beck Mizan R. Khan
+	Randomness in lattice point problems	2001	József Beck
+	Diophantine approximation and quadratic fields	1998	József Beck
+	From Probabilistic Diophantine Approximation to Quadratic Fields	1998	József Beck
+	Irregularities of Point Distribution Relative to Convex Polygons III	1997	József Beck William Chen
+	Games, Randomness and Algorithms	1997	József Beck
+	Discrepancy Theory	1995	József Beck Vera T. Sós
+	Probabilistic Diophantine Approximation, I. Kronecker Sequences	1994	József Beck
+	Probabilistic Diophantine Approximation, I. Kronecker Sequences	1994	József Beck
+	Deterministic Graph Games and a Probabilistic Intuition	1994	József Beck
+	Irregularities of point distribution relative to half‐planes I	1993	József Beck William Chen
+	Irregularities of point distribution relative to convex polygons II	1993	József Beck William Chen
+	An algorithmic approach to the Lovász local lemma. I	1991	József Beck
+	The Modulus of Polynomials with Zeros on the Unit Circle: A Problem of Erdos	1991	József Beck
+	Quasi‐random 2‐ colorings of point sets	1991	József Beck
+	Flat Polynomials on the unit Circle-Note on a Problem of Littlewood	1991	József Beck
+	Note on Irregularities of Distribution II	1990	József Beck William Chen
+	On Size Ramsey Number of Paths, Trees and Circuits. II	1990	József Beck
+	A two-dimensional van Aardenne-Ehrenfest theorem in irregularities of distribution	1989	József Beck
+	Irregularities of Point Distribution Relative to Convex Polygons	1989	József Beck W. W. L. Chen
+	On a lattice point problem of L. Moser II	1988	József Beck
+	On a lattice point problem of L. Moser. I	1988	József Beck
+	Balanced two-colorings of finite sets in the cube	1988	József Beck
+	Irregularities of Distribution, II	1988	József Beck
+	Irregularities of Distribution	1987	József Beck William Chen
+	More upper bounds	1987	József Beck William Chen
+	Lower bounds – Roth's method	1987	József Beck William Chen
+ PDF Chat	Irregularities of distribution. I	1987	József Beck
+	A ‘large deviation’ phenomenon in discrete geometry, I	1986	József Beck
+	Note on irregularities of distribution	1986	József Beck William Chen
+ PDF Chat	Lower bounds on the approximation of the multivariate empirical process	1985	József Beck
+	Unit distances	1984	József Beck Joel Spencer
+	Sums of distances between points on a sphere — an application of the theory of irregularities of distribution to discrete Geometry	1984	József Beck
+ PDF Chat	Well-distributed 2-colorings of integers relative to long arithmetic progressions	1984	József Beck Joel Spencer
+	New results in the theory of irregularities of point distributions	1984	József Beck
+ PDF Chat	Some upper bounds in the theory of irregularities of distribution	1984	József Beck
+	On a problem of K.F. Roth concerning irregularities of point distribution	1983	József Beck
+	On the lattice property of the plane and some problems of Dirac, Motzkin and Erdős in combinatorial geometry	1983	József Beck
+	Balancing matrices with line shifts	1983	József Beck Joel Spencer
+	On a Geometric Problem of Erdös, Sárkozy, and Szermerédi Concerning Vector Sums	1983	József Beck
+	On size Ramsey number of paths, trees, and circuits. I	1983	József Beck
+	There is no fast method for finding monochromatic complete subgraphs	1983	József Beck
+	Variations on a game	1982	József Beck László Csirmaz
+	Irregularities of two-colourings of theN×N square lattice	1982	József Beck
+	On a generalization of Kaplansky's game	1982	József Beck
+	Roth’s estimate of the discrepancy of integer sequences is nearly sharp	1981	József Beck
+	Balanced two-colorings of finite sets in the square I	1981	József Beck
+	Balancing families of integer sequences	1981	József Beck
+	Van der waerden and ramsey type games	1981	József Beck
+	On positional games	1981	József Beck
+	“Integer-making” theorems	1981	József Beck Tibor Fiala
+	A remark concerning arithmetic progressions	1980	József Beck
+	On a combinatorial problem of P. Erdös and L. Lovász	1977	József Beck

Common Coauthors

Coauthor	Papers Together
William Chen	16
Yusheng Yang	6
Joel Spencer	3
W. W. L. Chen	2
W.W.L. Chen	2
M. Donders	2
W.W.L. Chen	2
Yuxuan Yang	2
Tibor Fiala	1
Yuxuan Yang	1
J. Ralph Alexander	1
Mizan R. Khan	1
W.W.L. Chen	1
W. W. L. Chen	1
W. W. L. CHEN	1
W.W.L. Chen	1
Yaping Yang	1
J Ralph Alexander	1
William Chen	1
László Csirmaz	1
Y. Yang	1
Yifan Yang	1
Sachin Lodha	1
W. W. L. Chen	1
Vera T. Sós	1
W.W.L. Chen	1
William W L Chen	1

Commonly Cited References

Action	Title	Year	Authors	# of times referenced
+	On irregularities of distribution	1954	K. F. Roth	20
+ PDF Chat	Irregularities of distribution, VII	1972	Wolfgang Schmidt	13
+ PDF Chat	On successive settings of an arc on the circumference of a circle	1958	S. Świerczkowski	11
+ PDF Chat	Some problems of Diophantine approximation: The lattice-points of a right-angled triangle. (Second memoir.)	1922	G. H. Hardy J. E. Littlewood	11
+	Irregularities of Distribution	1987	József Beck William Chen	11
+	Introduction to Diophantine Approximations	1995	Serge Lang	11
+ PDF Chat	Some Problems of Diophantine Approximation: The Lattice-Points of a Right-Angled Triangle	1922	G. H. Hardy J. E. Littlewood	10
+	Van der waerden and ramsey type games	1981	József Beck	10
+	On a problem of K.F. Roth concerning irregularities of point distribution	1983	József Beck	9
+	Quantitative behavior of non-integrable systems. II	2020	József Beck M. Donders Yusheng Yang	9
+	Irregularities of distribution. IV	1969	Wolfgang M. Schmidt	9
+	Note on irregularities of distribution	1956	H. Davenport	9
+ PDF Chat	Billiards on almost integrable polyhedral surfaces	1984	Eugène Gutkin	8
+	The billiard in a regular polygon	1992	William A. Veech	8
+	On the Discrepancy of the Sequence (nα)	1995	Christoph Baxa	8
+ PDF Chat	Regularity and positional games	1963	Alfred W. Hales Robert I. Jewett	8
+	On positional games	1981	József Beck	8
+ PDF Chat	Boshernitzan's criterion for unique ergodicity of an interval exchange transformation	1987	William A. Veech	8
+	“Integer-making” theorems	1981	József Beck Tibor Fiala	7
+	From Probabilistic Diophantine Approximation to Quadratic Fields	1998	József Beck	7
+	An Introduction to the Theory of Numbers. By G. H. Hardy and E. M. Wright. 2nd edition. Pp. xvi, 407 25s. 1945. (Oxford)	1946	T. A. A. B.	7
+	Geometric Discrepancy	1999	Jiřı́ Matoušek	7
+	Infinite and Finite Sets	2003	Ethan D. Bloch	7
+ PDF Chat	On irregularities of distribution, III	1979	K. Roth	7
+	Zetafunktionen und quadratische Körper	1981	Don Zagier	7
+	A condition for minimal interval exchange maps to be uniquely ergodic	1985	Michael Boshernitzan	7
+ PDF Chat	Some upper bounds in the theory of irregularities of distribution	1984	József Beck	7
+	On the efficiency of certain quasi-random sequences of points in evaluating multi-dimensional integrals	1960	John H. Halton	6
+	Roth’s estimate of the discrepancy of integer sequences is nearly sharp	1981	József Beck	6
+	Randomness in lattice point problems	2001	József Beck	6
+	Ergodicity of Billiard Flows and Quadratic Differentials	1986	Steven P. Kerckhoff Howard Masur John Smillie	6
+ PDF Chat	An Introduction To The Theory Of Numbers	2008	G. H. Hardy E. M. Wright	6
+	Lectures on irregularities of distribution	1977	Wolfgang M. Schmidt T. N. Shorey	6
+ PDF Chat	Irregularities of distribution. I	1987	József Beck	6
+ PDF Chat	Collecting proofs for the SLG conjecture	2009	József Beck	6
+	Ein Satz �ber Kettenbr�che, mit arithmetischen Anwendungen	1923	A. Khintchine	5
+ PDF Chat	Über einen Satz der Wahrscheinlichkeitsrechnung	1924	A. Khintchine	5
+	Lattice Point Problems: Crossroads of Number Theory, Probability Theory and Fourier Analysis	2004	József Beck	5
+	Probabilistic Diophantine Approximation, I. Kronecker Sequences	1994	József Beck	5
+	Hamiltonian circuits in random graphs	1976	L. Pósa	5
+	Recurrence in Ergodic Theory and Combinatorial Number Theory	1981	Harry Furstenberg	5
+	On the Law of the Iterated Logarithm	1942	Paul Erdös	5
+	Probabilistic Methods in Combinatorics	1974	Joel Spencer	5
+	An Introduction to Veech Surfaces	2006	Pascal Hubert Thomas Schmidt	5
+	The Discrepancy Method	1998	Bernard Chazelle	5
+	Topological transitivity of billiards in polygons	1975	A. N. Zemlyakov A. Katok	5
+	Ergodic Theory of Translation Surfaces	2006	Howard Masur	5
+ PDF Chat	Quantitative behavior of non-integrable systems. III	2022	József Beck W. W. L. Chen Yusheng Yang	5
+ PDF Chat	Strict ergodicity in zero dimensional dynamical systems and the Kronecker-Weyl theorem 𝑚𝑜𝑑2	1969	William A. Veech	4
+ PDF Chat	Well-distributed 2-colorings of integers relative to long arithmetic progressions	1984	József Beck Joel Spencer	4