|
51.
|
Poisson Statistics for the Largest Eigenvalues of Wigner Random Matrices with Heavy Tails Soshnikov, Alexander; University of California at Davis, USA
|
|
52.
|
A Gaussian Oscillator Burdzy, Krzysztof; University of Washington - White, David; University of Washington
|
|
53.
|
Sharp Bounds for Green and Jumping Functions of Subordinate Killed Brownian Motions Song, Renming; University of Illinois, Urbana - Vondracek, Zoran; University of Zagreb, Croatia
|
|
54.
|
Geometric Ergodicity and Perfect Simulation Kendall, Wilfrid S.; University of Warwick
|
|
55.
|
On Standard Normal Convergence of the Multivariate Student $t$-Statistic for Symmetric Random Vectors Giné, Evarist; University of Connecticut, USA - Götze, Friedrich; Universitat Bielefeld
|
|
56.
|
Weak Convergence to Ocone Martingales: a Remark Peccati, Giovanni; Universite Pierre et Marie Curie, France
|
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57.
|
On Long Range Percolation with Heavy Tails Friedli, Sacha; IMPA, Rio de Janeiro - Borge de Lima, Benoîte; UFMG, Belo Horizonte - Sidoravicius, Vladas; IMPA, Rio de Janeiro
|
|
58.
|
FKG Inequality for Brownian Motion and Stochastic Differential Equations Barbato, David; Università di Pisa, Italy
|
|
59.
|
A Non-Markovian Process with Unbounded $p$-Variation Manstavicius, Martynas; University of Connecticut, USA
|
|
60.
|
Measure Concentration for Stable Laws with Index Close to 2 Marchal, Philippe; Université Paris 6
|
|
61.
|
On the Zero-One Law and the Law of Large Numbers for Random Walk in Mixing Random Environment Rassoul-Agha, Firas; Ohio State University, USA
|
|
62.
|
Poisson Thinning by Monotone Factors Ball, Karen; Indiana University, USA
|
|
63.
|
When Does a Randomly Weighted Self-normalized Sum Converge in Distribution? Mason, David M.; University of Delaware, USA - Zinn, Joel; Texas A&M University, USA
|
|
64.
|
Some Notes on Topological Recurrence Carlsson, Niclas; Abo Akademi University, Finland
|
|
65.
|
On Homogenization of Non-Divergence Form Partial Difference Equations Conlon, Joseph G.; University of Michigan, USA - Pilizzotto, Ian F.; University of Michigan, USA
|
|
66.
|
On the Duality between Coalescing Brownian Particles and the Heat Equation Driven by Fisher-Wright Noise Hobson, Tim; University of Warwick, UK - Tribe, Rodge; University of Warwick, UK
|
|
67.
|
A Question about the Parisi Functional Panchenko, Dmitriy; Massachusetts Institute of Technology, USA
|
|
68.
|
Geometry of Stochastic Delay Differential Equations Catuogno, Pedro José; Universidade Estadual de Campinas, Brazil - Ruffino, Paulo R. C.; Universidade Estadual de Campinas, Brazil
|
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69.
|
An Extreme-Value Analysis of the LIL for Brownian Motion Khoshnevisan, Davar; University of Utah, USa - Levin, David A.; University of Oregon, USA - Shi, Zhan; Université Paris VI, France
|
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70.
|
Boundary Crossings of Brownian Motion Hashorva, Enkelejd; University of Bern, Switzerland
|
|
71.
|
Sampling Formulae for Symmetric Selection Handa, Kenji; Saga University
|
|
72.
|
Motion of a Rigid Body under Random Perturbation Liao, Ming; Auburn University, USA - Wang, Longmin; Nankai University, P. R. China
|
|
73.
|
A Log-scale Limit Theorem for One-dimensional Random Walks in Random Environments Roitershtein, Alexander; University of British Columbia, Canada
|
|
74.
|
Spherical and Hyperbolic Fractional Brownian Motion Istas, Jacques; Université Pierre Mendès
|
|
75.
|
A Limit Law for the Root Value of Minimax Trees Khan, Tämur Ali; Johann Wolfgang Goethe Universität, Germany - Devroye, Luc; McGill University, Canada - Neininger, Ralph; Wolfgang Goethe Universität, Germany
|
|
76.
|
Bounding Fastest Mixing Roch, Sébastien; University of California at Berkeley, USA
|
|
77.
|
Acknowledgment of Priority: When Does a Randomly Weighted Self-normalized Sum Converge in Distribution? (Elect. Comm. in Probab. 10 (2005), 70-81) Mason, David M.; University of Delaware, USA - Zinn, Joel; Texas A&M University, USA
|
|
78.
|
On the Quadratic Wiener Functional Associated with the Malliavin Derivative of the Square Norm of Brownian Sample Path on Interval Taniguchi, Setsuo; Kyushu University
|
|
79.
|
Strong Approximation for Mixing Sequences with Infinite Variance Balan, Raluca; University of Ottawa, Canada - Zamfirescu, Ingrid-Mona; City University of New York, USA
|
|
80.
|
A Proof from `First Principles' of Kesten's Result for the Probabilities with which a Subordinator Hits Points. Andrew, Peter; University of Utrecht
|
|
81.
|
Integral criteria for transportation cost inequalities Gozlan, Nathael; Université Paris 10
|
|
82.
|
A short proof of the Hausdorff dimension formula for Levy processes Yang, Ming; Columbia University
|
|
83.
|
Random walks with k-wise independent increments Benjamini, Itai; The Weizmann Institute of Science - Kozma, Gady; The Weizmann Institute of Science - Romik, Dan; University of California, Berkeley
|
|
84.
|
Standard stochastic coalescence with sum kernels Nicolas, Fournier; Paris 12
|
|
85.
|
Large and Moderate Deviations for Hotelling's $T^2$-Statistics Dembo, Amir; Stanford University - Shao, Qi-Man; Hong Kong University of Science and Technology
|
|
86.
|
Some results for poisoning in a catalytic model Steif, Jeffrey E.; Chalmers University of Technology - Sudbury, Aidan; Monash University
|
|
87.
|
Pathwise uniqueness for reflecting Brownian motion in certain planar Lipschitz domains Bass, Richard F.; University of Connecticut - Burdzy, Krzysztof; University of Washington
|
|
88.
|
Yule process sample path asymptotics de La Fortelle, Arnaud; Mines Paris
|
|
89.
|
An Exponential Martingale Equation Tevzadze, Revaz NIkoloz; Institute of Cybernetics and Georgian-American University - Mania, Mikhael Gvanji; A. Razmadze Mathematical Institute and Georgian–American University
|
|
90.
|
A multivariate version of Hoeffding's inequality Major, Peter; Alfred Renyi Mathematical Institute of the Hungarian Academy of Sciences
|
|
91.
|
On the Existence of Recurrent Extensions of Self-similar Markov Processes Fitzsimmons, Patrick J; UC San Diego
|
|
92.
|
On Fractional Fields indexed by Metric Spaces Istas, Jacques; Université Pierre Mendès-France
|
|
93.
|
On the occupation measure of super-Brownian motion Le Gall, Jean-Francois; Ecole normale superieure de Paris - Merle, Mathieu; UBC Vancouver
|
|
94.
|
Linear stochastic differential-algebraic equations with constant coefficients Alabert, Aureli; Universitat Autònoma de Barcelona - Ferrante, Marco; Univesità degli Studi di Padova
|
|
95.
|
A counterexample for the optimality of Kendall-Cranston coupling Kuwada, Kazumasa; Ochanomizu University - Sturm, Karl-Theodor; Institute for applied mathematics, University of Bonn
|
|
96.
|
A Proof of a Non-Commutative Central Limit Theorem by the Lindeberg Method Kargin, Vladislav; Courant Institute of Mathematical Sciences
|
|
97.
|
A probabilistic proof of a weak limit law for the number of cuts needed to isolate the root of a random recursive tree Iksanov, Alex; National Taras Shevchenko University of Kiev - Möhle, Martin; University of Tuebingen
|
|
98.
|
A note on the invariance principle of the product of sums of random variables Huang, Wei; Zhejiang University - Zhang, Li-Xin; Zhejiang University
|
|
99.
|
On an extension of jump-type symmetric Dirichlet forms Uemura, Toshihiro; University of Hyogo
|
|
100.
|
The Chance of a Long Lifetime for Brownian Motion in a Horn-Shaped Domain DeBlassie, Dante; Texas A&M University
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