M. Marcus

发表

Capacity of level sets of certain stochastic processes

M. Marcus, 1976 .

Characterizations of almost surely continuousp-stable random Fourier series and strongly stationary processes

G. Pisier, M. Marcus, 1984 .

Random Fourier Series with Applications to Harmonic Analysis.

G. Pisier, M. Marcus, 1981 .

Sample behavior of Gaussian processes

L. Shepp, M. Marcus, 1972 .

ξ-radial processes and random Fourier series

M. Marcus, 1987 .

AN INTRODUCTION TO INFORMATION THEORY

M. Marcus, 1963 .

Markov Processes, Gaussian Processes, and Local Times: Contents

M. Marcus, J. Rosen, 2006 .

Continuity Conditions for a Class of Second-order Permanental Chaoses

M. Marcus, J. Rosen, 2013 .

A sufficient condition for the continuity of permanental processes with applications to local times of Markov processes and loop soups

M. Marcus, J. Rosen, 2010, 1005.5692.

MOMENT GENERATING FUNCTIONS FOR LOCAL TIMES OF SYMMETRIC MARKOV PROCESSES AND RANDOM WALKS

M. Marcus, J. Rosen, 1992 .

Electron. J. Probab. 23 (2018), no. 58, https://doi.org/10.1214/18-EJP183

M. Marcus, J. Rosen, 2018 .

AN INTRODUCTION TO INFORMATION THEORY

M. Marcus, 1963 .

Continuity of Gaussian Processes and Random Fourier Series

M. Marcus, 1973 .

Asymptotic expansions for functions of the increments of certain Gaussian processes

M. Marcus, J. Rosen, 2007, 0707.3928.

Level Crossings of a Stochastic Process with Absolutely Continuous Sample Paths

Michael B. Marcus, M. Marcus, 1977 .

Central limit theorems for C(S)-valued random variables

Michael B. Marcus, M. Marcus, N. Jain, 1975 .

$p$-Variation of the Local Times of Symmetric Stable Processes and of Gaussian Processes with Stationary Increments

M. Marcus, J. Rosen, 1992 .

Weak Convergence of the Empirical Characteristic Function

Michael B. Marcus, M. Marcus, 1981 .

Continuity of Gaussian processes

L. Shepp, M. Marcus, 1970 .

A CLT for the $L^{2}$ norm of increments of local times of L\'evy processes as time goes to infinity

M. Marcus, J. Rosen, 2009, 0909.1084.

A CLT for the $L^{2}$ moduli of continuity of local times of Levy processes

M. Marcus, J. Rosen, 2009, 0906.4770.

A CLT for the L2 modulus of continuity of Brownian local time

Wenbo V. Li, M. Marcus, Xia Chen, 2009, 0901.1102.

Infinite Divisibility of Gaussian Squares with Non-zero Means

M. Marcus, J. Rosen, 2008 .

Gaussian Processes and Local Times of Symmetric Lévy Processes

M. Marcus, J. Rosen, 2006, math/0607672.

The Most Visited Sites of Certain Lévy Processes

M. Marcus, 2001 .

Renormalized Self-Intersection Local Times and Wick Power Chaos Processes

M. Marcus, J. Rosen, 1999 .

Bounds for the expected number of level crossings of certain harmonizable infinitely divisible processes

Michael B. Marcus, Kevin Shen, M. Marcus, 1998 .

Continuity Conditions for a Class of Gaussian Chaos Processes Related to Continuous Additive Functionals of Lévy Processes

M. Talagrand, M. Marcus, 1998 .

A Sufficient Condition for the Continuity of High Order Gaussian Chaos Processes

M. Marcus, 1998 .

Random Fourier series and continuous additive functionals of Lévy processes on the torus

M. Marcus, J. Rosen, 1996 .

A Necessary Condition for the Continuity of Linear Functionals of Wick Squares

M. Marcus, 1994 .

THE CENTRAL LIMIT THEOREM FOR STOCHASTIC INTEGRALS WITH RESPECT TO LEVY PROCESSES

E. Giné, M. Marcus, 1983 .

Some bounds for the expected number of level crossings of symmetric harmonizable p-stable processes

Michael B. Marcus, M. Marcus, 1989 .

Generalizations of Young's inequality

Michael B. Marcus, Ralph P. Boas, M. Marcus, 1974 .

Continuity and the central limit theorem for random trigonometric series

M. Marcus, 1978 .

Probability in Banach spaces, 9

J. Kuelbs, J. Hoffmann-jorgensen, M. Marcus, 1994 .

On Random Multipliers in the Central Limit Theorem with p-stable Limit, 0 < p < 2

E. Giné, J. Zinn, M. Marcus, 1990 .

Stable measures and central limit theorems in spaces of stable type

Wojbor A. Woyczyński, Michael B. Marcus, M. Marcus, 1979 .

The Bounded Law of the Iterated Logarithm for the Weighted Empirical Distribution Process in the Non-I.I.D. Case

Joel Zinn, Michael B. Marcus, J. Zinn, 1984 .

Some results on the continuity of stable processes and the domain of attraction of continuous stable processes

Gilles Pisier, Michael B. Marcus, G. Pisier, 1984 .

Logarithmic averages for the local times of recurrent random walks and Lévy processes

M. Marcus, J. Rosen, 1995 .

Integrability of infinite sums of independent vector-valued random variables

M. Marcus, N. Jain, 1975 .

Almost sure invariance principles for sums of $B$-valued random variables with applications to random Fourier series and the empirical characteristic process

W. Philipp, M. Marcus, 1982 .

On the domain of attraction of e−e−x

M. Pinsky, M. Marcus, 1969 .

An almost sure limit theorem for Wick powers of Gaussian differences quotients

M. Marcus, J. Rosen, 2009, 0910.2932.

Non normal CLTs for functions of the increments of Gaussian processes with convex increment's variance

M. Marcus, J. Rosen, 2007 .

Gaussian lacunary series and the modulus of continuity for Gaussian processes

M. Marcus, 1972 .

Continuity and Boundedness of Infinitely Divisible Processes: A Poisson Point Process Approach

M. Marcus, J. Rosínski, 2005 .

Markov Processes, Gaussian Processes, and Local Times: Markov processes and local times

M. Marcus, J. Rosen, 2006 .

GAUSSIAN CHAOS AND SAMPLE PATH PROPERTIES OF ADDITIVE FUNCTIONALS OF SYMMETRIC MARKOV PROCESSES

M. Marcus, J. Rosen, 1996 .

HOLDER CONDITIONS FOR GAUSSIAN PROCESSES WITH STATIONARY INCREMENTS

M. Marcus, 1968 .

The Distribution of Large Values of the Supremum of a Gaussian Process

M. Marcus, 2019 .

Asymptotic Maxima of Continuous Gaussian Processes

M. Marcus, 1974 .

A Comparison of Continuity Conditions for Gaussian Processes

M. Marcus, 1973 .

A Ray-Knight theorem for symmetric Markov processes

H. Kaspi, M. Marcus, Zhan Shi, 2000 .

Moduli of continuity of local times of strongly symmetric Markov processes via Gaussian processes

M. Marcus, J. Rosen, 1992 .

Exact rates of convergence to the local times of symmetric lévy processes

M. Marcus, J. Rosen, 1994 .

New perspectives on Ray's theorem for the local times of diffusions

M. Marcus, J. Rosen, 2003 .

Sequential detection in radar with multiple resolution elements

Peter Swerling, Michael B. Marcus, P. Swerling, 1962, IRE Trans. Inf. Theory.

Sample Path Properties of the Local Times of Strongly Symmetric Markov Processes Via Gaussian Processes

M. Marcus, J. Rosen, 1992 .

Ф-Variation of the Local Times of Symmetric Lévy Processes and Stationary Gaussian Processes

M. Marcus, J. Rosen, 1993 .

Permanental fields, loop soups and continuous additive functionals

M. Marcus, J. Rosen, Y. Jan, 2012, 1209.1804.

Information theory and alternate-hypothesis tests

Michael B. Marcus, J. J. Bussgang, M. Marcus, 1967 .

Truncated sequential hypothesis tests

Michael B. Marcus, Julian J. Bussgang, M. Marcus, 1967, IEEE Trans. Inf. Theory.

Continuity of $l^2$-Valued Ornstein-Uhlenbeck Processes

M. Talagrand, J. Zinn, D. Mcdonald, 1990 .

Sufficient conditions for the continuity of stationary gaussian processes and applications to random series of functions

M. Marcus, N. Jain, 1974 .

FOR SUMS OF 73-VALUED RANDOM VARIABLES WITH APPLICATIONS TO RANDOM FOURIER SERIES AND THE EMPIRICAL CHARACTERISTIC PROCESS

W. Philipp, M. Marcus, 2010 .

Some new results on central limit theorems for C(S)-valued random variables

M. Marcus, 1976 .

Stochastic processes with sample paths in exponential Orlicz spaces

Gilles Pisier, Michael B. Marcus, G. Pisier, 1985 .

Stable processes with continuous sample paths

M. Marcus, A. Araujo, 1979 .

Multivariate gamma distributions

M. Marcus, 2014 .

Review: H. Dym, H. P. McKean, Gaussian Processes, Function Theory and the Inverse Spectral Problem

Michael B. Marcus, M. Marcus, 1977 .

The ε-entropy of some compact subsets of lp

M. Marcus, 1974 .

A new proof of a sufficient condition for discontinuity of Gaussian processes

M. Marcus, N. Jain, 1973 .

Two results on continuity and boundedness of stochastic convolutions

M. Marcus, S. Kwapień, J. Rosínski, 2006 .