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101.
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Connected allocation to Poisson points in $\mathbb{R}^2$ Krikun, Maxim; IECN, Universite Nancy 1
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102.
|
Sharp edge, vertex, and mixed Cheeger type inequalities for finite Markov kernels Montenegro, Ravi; University of Massachusetts Lowell
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103.
|
Some LIL type results on the partial sums and trimmed sums with multidimensional indices Liu, Wei-Dong; Zhejiang University - Lin, Zheng-Yan; Zhejiang University
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104.
|
On a theorem in multi-parameter potential theory Yang, Ming; Department of Mathematics, University of Illinois, Urbana, IL 61801
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105.
|
A note on ergodic transformations of self-similar Volterra Gaussian processes Jost, Céline; University of Helsinki
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106.
|
Degree distribution nearby the origin of a preferential attachment graph Tamás, Móri F.; Department of Probability Theory and Statistics, Eötvös Loránd University
|
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107.
|
On the spectral norm of a random Toeplitz matrix Meckes, Mark W; Case Western Reserve University
|
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108.
|
The zero-one law for planar random walks in i.i.d. random environments revisited Zerner, Martin P.W.; University of Tuebingen
|
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109.
|
On the characterization of isotropic Gaussian fields on homogeneous spaces of compact groups Baldi, Paolo; Universita di Roma - Marinucci, Domenico; Universita di Roma - Varadarajan, Veeravalli S; University of California Los Angeles
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110.
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Central Limit Theorem For The Excited Random Walk In Dimension $d\geq 2$ Berard, Jean; Université de Lyon - Ramirez, Alejandro; Pontificia Universidad Catolica de Chile
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111.
|
On the efficiency of adaptive MCMC algorithms Andrieu, Christophe; University of Bristol - Atchade, Yves; University of Michigan
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112.
|
Dynamical properties and characterization of gradient drift diffusions Darses, Sébastien; Boston University - Nourdin, Ivan; University Paris VI
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113.
|
On the strong law of large numbers for d-dimensional arrays of random variables Le Van, Thanh; Vinh University
|
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114.
|
The spectral laws of Hermitian block-matrices with large random blocks Oraby, Tamer F; University of Cincinnati
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115.
|
On Variance Conditions for Markov Chain CLTs Haggstrom, Olle; Chalmers University of Technology - Rosenthal, Jeffrey S.; University of Toronto
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116.
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A stochastic scheme of approximation for ordinary differential equations Fierro, Raul; Universidad Catolica de Valparaiso - Torres, Soledad; Universidad de Valparaiso
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117.
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Large deviation principles for Markov processes via Phi-Sobolev inequalities Wu, Liming; Wuhan University and Université Blaise Pascal - Yao, Nian; Wuhan University
|
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118.
|
Threshold phenomena on product spaces: BKKKL revisited (once more) Rossignol, Raphaël; Université Paris 11, France
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119.
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A non-commutative sewing lemma Feyel, Denis; Université Evry - de La Pradelle, Arnaud; Universite Paris VI - Mokobodzki, Gabriel; Universite Paris VI
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120.
|
A remark on the equivalence of Gaussian processes van Zanten, Harry; Vrije Universiteit Amsterdam
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121.
|
A relation between dimension of the harmonic measure, entropy and drift for a random walk on a hyperbolic space Le Prince, Vincent; IRMAR, Rennes
|
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122.
|
Corners and Records of the Poisson Process in Quadrant Gnedin, Alexander; Utrecht University
|
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123.
|
Optimising prediction error among completely monotone covariance sequences McVinish, Ross S; Queensland University of Technology
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124.
|
Entropy Estimate for $k$-Monotone Functions via Small Ball Probability of Integrated Brownian Motions Gao, Fuchang; University of Idaho
|
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125.
|
On the boundedness of Bernoulli processes over thin sets Latala, Rafal; University of Warsaw
|
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126.
|
Filtering and parameter estimation for a jump stochastic process with discrete observations Makhnin, Oleg V; New Mexico Tech
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127.
|
Symmetrization of Bernoulli Pal, Soumik; Cornell University
|
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128.
|
On differentiability of the Parisi formula Panchenko, Dmitry; Texas A&M University
|
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129.
|
On the sphericity of scaling limits of random planar quadrangulations Miermont, Grégory; Fondation des Sciences Mathématiques de Paris
|
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130.
|
Internal Diffusion-Limited Aggregation on non-amenable graphs Huss, Wilfried; Graz University of Technology
|
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131.
|
A note on the distributions of the maximum of linear Bernoulli processes Bobkov, Sergey G; University of Minnesota
|
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132.
|
Exact Convergence Rate for the Maximum of Standardized Gaussian Increments Kabluchko, Zakhar; Goettingen University - Munk, Axel; Goettingen University
|
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133.
|
Continuous-time trading and the emergence of volatility Vovk, Vladimir; Royal Holloway, University of London
|
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134.
|
A functional limit theorem for a 2d-random walk with dependent marginals Guillotin-Plantard, Nadine; Université Lyon 1 - Le Ny, Arnaud; Université Paris Sud
|
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135.
|
On the relationship between subordinate killed and killed subordinate processes Song, Renming; University of Illinois at Urbana-Champaign - Vondracek, Zoran; University of Zagreb
|
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136.
|
Infinite Divisibility of Gaussian Squares with Non-zero Means Marcus, Michael B.; The City College of CUNY - Rosen, Jay; The College of Staten Island of CUNY
|
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137.
|
Sharp estimates for the convergence of the density of the Euler scheme in small time Gobet, Emmanuel; Laboratoire Jean Kuntzmann Université de Grenoble - Labart, Céline; INRIA Paris Rocquencourt
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138.
|
On Asymptotic Growth of the Support of Free Multiplicative Convolutions Kargin, Vladislav; Courant Institute of Mathematical Sciences
|
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139.
|
Perfect sampling from the limit of deterministic products of stochastic matrices Stenflo, Örjan; Uppsala University
|
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140.
|
Distribution of a random functional of a Ferguson-Dirichlet process over the unit sphere Jiang, Thomas Jyh-Ming; National Chengchi University - Kuo, Kun-Lin; Academia Sinica
|
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141.
|
A martingale on the zero-set of a holomorphic function Kink, Peter; Faculty for Computer and Information Sciences, University of Ljubljana
|
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142.
|
Distribution of the Brownian motion on its way to hitting zero Chigansky, Pavel; The Hebrew University - Klebaner, Fima C.; Monash University
|
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143.
|
Sharp inequality for bounded submartingales and their differential subordinates Osekowski, Adam; University of Warsaw
|
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144.
|
Renewal series and square-root boundaries for Bessel processes Enriquez, Nathanael; Universite Paris 10 - Sabot, Christophe; Université de Lyon 1 - Yor, Marc; Universite Paris 6
|
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145.
|
Reflected Brownian motion in a wedge: sum-of-exponential stationary densities Dieker, A.B.; Georgia Institute of Technology - Moriarty, J.; University of Manchester
|
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146.
|
Uniqueness of the mixing measure for a random walk in a random environment on the positive integers Eckhoff, Maren; Technical University of Munich - Rolles, Silke W.W.; Technical University of Munich
|
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147.
|
Note: Random-to-front shuffles on trees Bjorner, Anders; Royal Institute of Technology
|
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148.
|
Orthogonality and probability: beyond nearest neighbor transitions Kovchegov, Yevgeniy V; Oregon State University
|
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149.
|
The scaling limit of senile reinforced random walk. Holmes, Mark P; University of Auckland
|
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150.
|
A local limit theorem for the critical random graph van der Hofstad, Remco W; Technische Universiteit Eindhoven - Kager, Wouter; VU University - Müller, Tobias; Tel Aviv University
|
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151.
|
Small time expansions for transition probabilities of some Lévy processes Marchal, Philippe; CNRS and DMA, Ecole Normale Supérieure
|
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152.
|
Equidistant sampling for the maximum of a Brownian motion with drift on a finite horizon Janssen, A.J.E.M; Philips Research - Van Leeuwaarden, J.S.H.; Eindhoven University of Technology and EURANDOM
|
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153.
|
Characterization of distributions with the length-bias scaling property Lopez-Garcia, Marcos; Instituto de Matematicas, UNAM
|
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154.
|
An Almost Sure Limit Theorem For the Maxima of Strongly Dependent Gaussian Sequences Lin, Fuming; Sichuan University of Science and Engineering
|
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155.
|
Deviation inequalities and moderate deviations for estimators of parameters in an Ornstein-Uhlenbeck process with linear drift Gao, Fuqing; Wuhan University - Jiang, Hui; Nanjing University of Aeronautics
|
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156.
|
Non-perturbative approach to random walk in markovian environment Dolgopyat, Dmitry; University of Maryland - Liverani, Carlangelo; Universito of Rome 2
|
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157.
|
An optimal Itô formula for Lévy processes Eisenbaum, Nathalie; LPMA, Université Paris 6 - Walsh, Alexander; LPMA, Université Paris 6
|
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158.
|
Tesselation of a triangle by repeated barycentric subdivision Hough, Robert D; Stanford University
|
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159.
|
Standard representation of multivariate functions on a general probability space Janson, Svante; Uppsala University
|
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160.
|
Hsu-Robbins and Spitzer's theorems for the variations of fractional Brownian motion Tudor, Ciprian A.; Universte de Paris 1
|
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161.
|
Concentration of the spectral measure of large Wishart matrices with dependent entries Guntuboyina, Adityanand; Yale University - Leeb, Hannes; Yale University
|
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162.
|
On the re-rooting invariance property of Lévy trees Duquesne, Thomas; Université Pierre et Marie Curie - Le Gall, Jean-Francois; Université Paris-Sud
|
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163.
|
Uniform bounds for exponential moment of maximum of a Dyck path Khorunzhiy, Oleksiy; Université de Versailles, France - Marckert, Jean-François; CNRS, LabRI, Université de Bordeaux
|
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164.
|
A note on new classes of infinitely divisible distributions on $\mathbb{R}^d$ Maejima, Makoto; Keio University - Nakahara, Genta; Keio University
|
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165.
|
Density fluctuations for a zero-range process on the percolation cluster Goncalves, Patricia C.; CMAT - U. Minho - Jara, Milton D.; Paris Dauphine
|
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166.
|
First-passage percolation on width-two stretches with exponential link weights Schlemm, Eckhard; Zentrum Mathematik, Technische Université München
|
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167.
|
An extension of the Yamada-Watanabe condition for pathwise uniqueness to stochastic differential equations with jumps Hoepfner, Reinhard; Johannes Gutenberg Universitaet Mainz
|
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168.
|
An extension of Mineka's coupling inequality Posfai, Anna; University of Szeged
|
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169.
|
Maximum of Dyson Brownian motion and non-colliding systems with a boundary Borodin, Alexei; California Institute of Technology - Ferrari, Patrik L; Bonn University - Prahofer, Michael; TU Munchen - Sasamoto, Tomohiro; Chiba University - Warren, Jon; University of Warwick
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170.
|
A note on directed polymers in gaussian environments Hu, Yueyun; Université Paris XIII - Shao, Qi-Man; The Hong Kong University of Science and Technology
|
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171.
|
Small time asymptotics of Ornstein-Uhlenbeck densities in Hilbert spaces Jegaraj, Terence; University of New South Wales
|
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172.
|
Identification of the rate function for large deviations of an irreducible Markov chain Liu, Wei; Wuhan University - Wu, Liming; Université Blaise Pascal
|
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173.
|
Harnack Inequality for Functional SDEs with Bounded Memory Es-Sarhir, Abdelhadi; TU (Berlin) - von Renesse, Max-K.; TU (Berlin) - Scheutzow, Michael; TU (Berlin)
|
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174.
|
Feynman-Kac Penalisations of Symmetric Stable Processes Takeda, Masayoshi; Tohoku University, Mathematical Institute
|
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175.
|
Orthogonality and probability: mixing times Kovchegov, Yevgeniy V; Oregon State University
|
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176.
|
A Note on the Diffusive Scaling Limit for a Class of Linear Systems Nagahata, Yukio; Osaka University - Yoshida, Nobuo; Kyoto University
|
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177.
|
A Species Sampling Model with Finitely Many Types Gnedin, Alexander; Utrecht University
|
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178.
|
The measurability of hitting times Bass, Richard F; University of Connecticut
|
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179.
|
T-Martin boundary of reflected random walks on a half-space Ignatiouk-Robert, Irina; UMR CNRS 8088, departement de Mathemetiques, Universite de Cergy-Pontoise
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180.
|
Green functions and Martin compactification for killed random walks related to SU(3) Raschel, Kilian; Universite Pierre et Marie Curie
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181.
|
Sums of random Hermitian matrices and an inequality by Rudelson Oliveira, Roberto I.; IMPA
|
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182.
|
Stochastic flows of diffeomorphisms for one-dimensional SDE with discontinuous drift Attanasio, Stefano; Scuola Normale Superiore
|
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183.
|
A limit theorem for particle current in the symmetric exclusion process Vandenberg-Rodes, Alexander; UC Los Angeles
|
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184.
|
Upper bound on the expected size of the intrinsic ball Sapozhnikov, Artem; EURANDOM
|
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185.
|
On the distribution of the Brownian motion process on its way to hitting zero Borovkov, Konstantin; University of Melbourne
|
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186.
|
An Application of Renewal Theorems to Exponential Moments of Local Times Döring, Leif; University of Oxford - Savov, Mladen; University of Oxford
|
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187.
|
On the Dovbysh-Sudakov representation result Panchenko, Dmitry; Texas A&M University
|
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188.
|
Explicit Conditions for the Convergence of Point Processes Associated to Stationary Arrays Balan, Raluca M; University of Ottawa - Louhichi, Sana; Universite Paris-sud
|
|
189.
|
Central Limit Theorem for truncated heavy tailed Banach valued random vectors Chakrabarty, Arijit; Indian Institute of Science
|
|
190.
|
Explicit solutions to fractional differential equations via generalized gamma convolution D'Ovidio, Mirko; Sapienza University of Rome
|
|
191.
|
The Martingale approach to disorder irrelevance for pinning models Lacoin, Hubert; Università di Roma Tre
|
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192.
|
Central limit theorem for the third moment in space of the Brownian local time increments Hu, Yaozhong; University of Kansas - Nualart, David; University of Kansas
|
|
193.
|
Closure Properties and Negatively Associated Measures violating the van den Berg-Kesten Inequality Markström, Klas; Umea universitet
|
|
194.
|
Deviation inequalities for sums of weakly dependent time series Olivier, Wintenberger; CEREMADE
|
|
195.
|
Tail asymptotics for the total progeny of the critical killed branching random walk Aidekon, Elie E.F.; Technische Universiteit Eindhoven
|
|
196.
|
Concentration inequalities for the spectral measure of random matrices Delyon, Bernard; Université Rennes 1
|
|
197.
|
Random interlacements on Galton-Watson Trees Tassy, Martin; Brown University
|
|
198.
|
Optional processes with non-exploding realized power variation along stopping times are làglàd Kühn, Christoph; Goethe-University Frankfurt - Teusch, Marc; Deloitte Germany
|
|
199.
|
Limit distribution of degrees in random family trees Backhausz, Agnes; Eotvos Lorand University, Department of Probability Theory and Statistics
|
|
200.
|
A convergent series representation for the density of the supremum of a stable process Hubalek, Friedrich; Vienna University of Technology - Kuznetsov, Alexey; York University
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