Pál Révész

Q: What Schools Are Affiliated With Pál Révész

Pál Révész is affiliated with the following schools: TU Wien, University of Szeged, Eötvös Loránd University, University of Hamburg

Pál Révész's AcademicInfluence.com Rankings

Pál Révész

Mathematics

#2250

World Rank

#3511

Historical Rank

Graph Theory

#67

World Rank

#74

Historical Rank

Combinatorics

#73

World Rank

#80

Historical Rank

Measure Theory

#2252

World Rank

#2701

Historical Rank

mathematics Degrees

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Mathematics

Pál Révész's Degrees

PhD Mathematics Eötvös Loránd University

Why Is Pál Révész Influential?

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According to Wikipedia, Pál Révész , anglicized as Pal Revesz, was a Hungarian mathematician known for his research in probability and mathematical statistics, including the mathematical foundations of the law of large numbers, theory of density estimation, and random walks.

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Pál Révész'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

Strong approximations in probability and statistics (1981) (652)
Random walk in random and non-random environments (1990) (494)
Strong Approximations of the Quantile Process (1978) (172)
How Big are the Increments of a Wiener Process (1979) (117)
How to apply the method of stochastic approximation in the non-parametric estimation of a regression function 1 (1977) (87)
A new method to prove strassen type laws of invariance principle. 1 (1975) (85)
Local time and invariance (1981) (63)
On the Increments of Wiener and Related Processes (1982) (52)
On the length of the longest head run (2004) (52)
Strong invariance for local times (1983) (52)
Limit theorems in probability and statistics (1984) (49)
On infinite series of independent Ornstein-Uhlenbeck processes (1991) (44)
Random Walks of Infinitely Many Particles (1994) (43)
The local time of iterated Brownian motion (1996) (42)
Global Strassen-type theorems for iterated Brownian motions (1995) (42)
On empirical density function (1972) (40)
How small are the increments of a Wiener process (1978) (39)
Brownian Local Time Approximated by a Wiener Sheet (1989) (39)
On the almost sure central limit theorem (1991) (37)
On mixing sequences of random variables (1958) (37)
A limit theorem for the Robbins-Monro approximation (1973) (36)
Strong approximation of additive functionals (1992) (33)
A generalization of Strassen's functional law of iterated logarithm (1979) (33)
A book of splines (1971) (33)
On almost sure local and global central limit theorems (1993) (32)
Some notes on the empirical distribution function and the quantile process (1975) (28)
On Strong Approximation of the Multidimensional Empirical Process (1976) (27)
A new method to prove strassen type laws of invariance principle. II (1975) (27)
Problems and Results on Random Walks (1987) (26)
On strong invariance for local time of partial sums (1985) (25)
Strassen theorems for a class of iterated processes (1997) (25)
Simple random walk on the line in random environment (1986) (25)
On a zero-one law (1967) (23)
Strong Limit Theorems for a Simple Random Walk on the 2-Dimensional Comb (2009) (21)
On the length of the longest excursion (1985) (20)
How big are the increments of a multi-parameter Wiener process? (1978) (19)
On the local time of random walk on the 2-dimensional comb (2011) (18)
On the Number of Cutpoints of the Transient Nearest Neighbor Random Walk on the Line (2008) (18)
Functional laws of the iterated logarithm for local times of recurrent random walks on Z2 (1998) (17)
Three problems on the lengths of increasing runs (1983) (17)
On a problem of Steinhaus (1965) (17)
Transient Nearest Neighbor Random Walk and Bessel Process (2008) (17)
Some remarks on strongly multiplicative systems (1965) (15)
Weak Laws for the Increments of Wiener Processes, Brownian Bridges Empirical Processes and Partial Sums of I.I.D.R.V.’S (1987) (15)
Three theorems of multivariate empirical process (1976) (15)
A probabilistic solution of problem 111. of G. Birkhoff (1962) (14)
Transient Nearest Neighbor Random Walk on the Line (2009) (14)
Testing of density functions (1971) (13)
On the occupation time of an iterated process having no local time (1997) (12)
How big must be the increments of a Wiener process? (1979) (12)
Strong approximation of spatial random walk in random scenery (2000) (11)
Strassen type limit points for moving averages of a wiener process (1978) (11)
Strong limit theorems for anisotropic random walks on ℤ2 (2013) (11)
A JOINT STUDY OF THE KOLMOGOROV-SMIRNOV AND THE EICKER-JAESCHKE STATISTICS (1982) (11)
On the Optimality of Estimating the Tail Index and a Naive Estimator (1987) (10)
A strong law of the empirical density function (1978) (10)
Favourite sites, favourite values and jump sizes for random walk and Brownian motion (2000) (10)
RANDOM WALK IN RANDOM ENVIRONMENT (1990) (9)
Random walk on half-plane half-comb structure (2012) (9)
On the rate of convergence of the Robbins-Monro method (1972) (8)
On the maximum of a Wiener process and its location (1987) (8)
Some limit theorems for the homogeneous Poisson process (1991) (7)
Estimates of the Largest Disc Covered by a Random Walk (1990) (7)
A new law of iterated logarithm (1990) (7)
A law of the iterated logarithm for weakly multiplicative systems and its applications (1974) (7)
Random walk local time approximated by a brownian sheet combined with an independent brownian motion (2009) (7)
Clusters of a Random Walk on the Plane (1993) (6)
Some Limit Theorems for Heights of Random Walks on a Spider (2014) (6)
A nearest neighbour-estimator for the score function (1986) (6)
How large must be the difference between local time and mesure du voisinage of Brownian motion (1986) (6)
On the explosion of the local times along lines of Brownian sheet (2004) (6)
The maximum of the local time of a transient random walk (2004) (6)
Stability and instability of local time of random walk in random environment (1987) (5)
Regularities and irregularities in a random 0,1 sequence (1990) (5)
On the maximal distance between two renewal epochs (1987) (5)
On the increments of the local time of a Wiener sheet (1985) (5)
On the Local Time of Brownian Bridge (1983) (5)
On the coverage of strassen-type sets by sequences of Wiener processes (1993) (5)
Large balls left empty by a critical branching Wiener field (2002) (5)
A strong invariance principle for two-dimensional random walk in random scenery (2001) (5)
Maximal Local Time of a d-dimensional Simple Random Walk on Subsets (2004) (5)
Mesure du voisinage and occupation density (1986) (5)
On the Explosion of the Local Times of Brownian Sheet Along Lines (2002) (4)
Seminar on random ergodic theory (1961) (4)
M-Mixing systems. I (1969) (4)
CHAPTER 11 – APPLICATIONS (1967) (4)
Empirical Distributions and Processes (1976) (4)
The Maximum of a Critical Branching Wiener Process (1998) (4)
How Small are the Increments of a Wiener Sheet (1981) (4)
Long Excursions of a Random Walk (2001) (3)
On the area of the circles covered by a random walk (1988) (3)
Quadratic variation of the local time of a random walk (1993) (3)
Long Excursions and Iterated Processes (1998) (3)
On the supremum of iterated local time (2010) (3)
On the Behavior of Random Walk Around Heavy Points (2006) (3)
Distribution of the particles of a critical branching Wiener process (1996) (3)
Asymptotic properties of integral functionals of geometric stochastic processes (2000) (3)
On hardly visited points of the Brownian motion (1992) (3)
Limit Theorems for Local and Occupation Times of Random Walks and Brownian Motion on a Spider (2016) (3)
On the Nondifferentiability of the Wiener Sheet (1981) (3)
Many Heads in a Short Block (1987) (2)
Large void zones and occupation times for coalescing random walks (2004) (2)
The First Pannonian Symposium on Mathematical Statistics (1981) (2)
Long random walk excursions and local time (1992) (2)
On the Local Times of Transient Random Walks (2007) (2)
24 Density estimation (1984) (2)
A limit distribution theorem for sums of dependent random variables (1959) (2)
Path properties of an infinite system of Wiener processes (1993) (2)
A prediction problem of the branching random walk (2004) (2)
On the shape of the domain occupied by a supercritical branching random walk (1996) (1)
Goodness-of-fit (1987) (1)
Extreme value problems (1994) (1)
Black holes on the plane drawn by a Wiener process (1992) (1)
Mathematical Statistics and Probability Theory : Volume A Theoretical Aspects Proceedings of the 6th Pannonian Symposium on Mathematical Statistics, Bad Tatzmannsdorf, Austria, September 14-20, 1986 (1987) (1)
Empirical distributions and processes : selected papers from a meeting at Oberwolfach, March 28-April 3, 1976 (1976) (1)
DEFINITIONS AND GENERALITIES (1967) (1)
On the radius of the largest ball left empty by a Wiener process (1997) (1)
A Tribute to Paul Erdős: On the volume of the spheres covered by a random walk (1990) (1)
Level crossings of a two-parameter random walk (2005) (1)
SIMPLE SYMMETRIC RANDOM WALK IN Z1 (1990) (1)
Strong theorems on the extreme values of stationary Poisson processes (1995) (1)
A collection of three papers in stochastics (1978) (0)
Random Walk in a Comb and in a Brush with Crossings (2013) (0)
Branching Wiener process starting with one particle (1994) (0)
ORTHOGONAL RANDOM VARIABLES (1967) (0)
Infinitely many independent particles (1994) (0)
About the distance between random walkers on some graphs (2017) (0)
Recurrence and the Zero-One Law (1990) (0)
Four papers on quantiles : spacings for composite goodness of fit, an invariance principle for N.N. empirical density functions (1980) (0)
Critical branching random walks of a random field (1994) (0)
Erratum: Epitaxial regrowth of evaporated amorphous silicon by a pulsed laser beam Applied Physics Letters (1978), 33, (431)) (1979) (0)
Strassen Type Theorems (1990) (0)
Random Walk in Comb (2013) (0)
Zeros of a two-parameter random walk (2009) (0)
A Study of Partial Sums with the Help of Strong Approximation Methods (1981) (0)
SUBSEQUENCES OF SEQUENCES OF RANDOM VARIABLES (1967) (0)
SYMMETRICALLY DEPENDENT RANDOM VARIABLES AND THEIR GENERALIZATIONS (1967) (0)
Limit theorems of probability theory (1976) (0)
A central limit theorem for equivalent random variables (2022) (0)
A study of sequences of equivalent events as special stable sequences (2022) (0)
On local time : a collection of four papers (1982) (0)
The Recurrence Theorem (2005) (0)
A Study of Empirical and Quantile Processes with the Help of Strong Approximation Methods (1981) (0)
Strong limit theorems for anisotropic random walks on ℤ2 (2013) (0)
Estimation of the Regression Function via Orthogonal Expansion (1984) (0)
A Few Further Problems (1990) (0)
From the Strong Law of Large Numbers to the Law of Iterated Logarithm (1990) (0)
What Can a Physicist Say About the Local Time ξ(0, n)? (1990) (0)
After the Sixth Day (1990) (0)
Extreme Values with Very Heavy Tails (1989) (0)
CHAPTER 7 – MARKOV CHAINS (1967) (0)
Clustering of the critical branching process on the plane (2001) (0)
Frequently and Rarely Visited Sites (2005) (0)
How short might be the longest run in a dynamical coin tossing sequence (2010) (0)
Strong Approximations of Partial Sums of I.I.D.R.V. by Wiener Processes (1981) (0)
Distribution of the Local Time (1990) (0)
SUM OF A RANDOM NUMBER OF INDEPENDENT RANDOM VARIABLES (1967) (0)
PR ] 1 D ec 2 00 4 Frequently visited sets for random walks (2004) (0)
Limit Theorems for Local and Occupation Times of Random Walks and Brownian Motion on a Spider (2017) (0)
An Embedding Theorem (1990) (0)
Branching random walk (1994) (0)
The Law of Iterated Logarithm (1990) (0)
Heavy Points and Heavy Balls (2005) (0)
Multitype branching random walk (1994) (0)
WEAKLY DEPENDENT RANDOM VARIABLES (1967) (0)
Changing the initial process and the motion (1994) (0)
Random Walk in Half-Plane-Half-Comb (2013) (0)
CHAPTER 4 – STATIONARY SEQUENCES (1967) (0)
Random Limit Theorems via Strong Invariance Principles (1981) (0)
Balls left empty by a critical branching Wiener process (1996) (0)
Strong Theorems of the Local Time (1990) (0)
Random Walk on a Spider (2013) (0)
Wiener Process and Invariance Principle (1990) (0)
INDEPENDENT RANDOM VARIABLES (1967) (0)
A Study of Further Empirical Processes with the Help of Strong Approximation Methods (1981) (0)
In the First Six Days (1990) (0)
A Few Further Results (1990) (0)
Summary of Part I (1990) (0)
Two-Dimensional Anisotropic Random Walks: Fixed Versus Random Column Configurations for Transport Phenomena (2018) (0)
Wiener and some Related Gaussian Processes (1981) (0)
Two-Dimensional Anisotropic Random Walks: Fixed Versus Random Column Configurations for Transport Phenomena (2017) (0)
Branching random walk starting with one particle (1994) (0)
Speed of Escape (1990) (0)
Crossing and Self-crossing (2005) (0)
Strong Approximations of Empirical Processes by Gaussian Processes (1981) (0)
Pre-Super Brownian Motion (2000) (0)
Local Time and Invariance Principle (1990) (0)
Introduction of Part I (2013) (0)
Branching random walks of a random field (1994) (0)
On the Favourite Value of the RWIRE (1990) (0)
Some of my favorite results with (2005) (0)
How Tall Can Be the Excursions of a Random Walk on a Spider (2014) (0)
Large Covered Balls (1990) (0)
The Distribution of the Particles of a Branching Random Walk (1996) (0)
About the distance between random walkers on some graphs (2016) (0)
On the Inverse Local Time Process of a Plane Random Walk (2000) (0)
CHAPTER 0 – MATHEMATICAL BACKGROUND (1967) (0)
CONSTRUCTION OF RANDOM FUNCTIONS AND PATH PROPERTIES (2011) (0)
Brownian motion of a Poisson field (1994) (0)
INDEPENDENT RANDOM VARIABLES TAKING VALUES IN AN ABSTRACT SPACE (1967) (0)
ABSTRACTS The Organizing Committee: László Lovász (Chair), Vera T. Sós (Chair), (2013) (0)
Some Limit Theorems for Heights of Random Walks on a Spider (2015) (0)
Notations and abbreviations (2005) (0)
On the Area of the Largest Square Covered by a Comb-Random-Walk (2015) (0)
Critical branching random walk starting with one particle (1994) (0)
In random environment the local time can be very big (2019) (0)

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What Schools Are Affiliated With Pál Révész?

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Pál Révész's Academic­Influence.com Rankings

Pál Révész's Degrees

Why Is Pál Révész Influential?

Pál Révész's Published Works

Published Works

Other Resources About Pál Révész

What Schools Are Affiliated With Pál Révész?

Pál Révész's AcademicInfluence.com Rankings