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1.
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Development of a measure of social inclusion for arts and mental health project participants Secker, Jenny - Hacking, Sue - Kent, Lyn - Shenton, Jo - Spandler, Helen
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2.
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Notes on Contributors Kristine Moruzi
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3.
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Internationalizing the Higher Education Curriculum: An Emerging Model for Transforming Faculty Perspectives
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4.
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Evolution of the interfaces in a two dimensional Potts model Valle, Glauco; UFRJ
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5.
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Exit Times of Symmetric Stable Processes from Unbounded Convex Domains Mendez, Pedro J; Universidad de Costa Rica
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6.
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Dyson's Brownian motions, intertwining and interlacing Warren, Jon; University of Warwick
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7.
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The Chain Records Gnedin, Alexander V.; Rijksuniversiteit Utrecht, The Netherlands
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8.
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The Yamada-Watanabe-Engelbert theorem for general stochastic equations and inequalities Kurtz, Thomas G; University of Wisconsin-Madison
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9.
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Large deviations and isoperimetry over convex probability measures with heavy tails Bobkov, Sergey G; University of Minnesota
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10.
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Isoperimetry between exponential and Gaussian Barthe, Franck; Institut de Mathematiques - Cattiaux, Patrick; Ecole Polytechnique et MODALX - Roberto, Cyril; Université de Marne La Vallée
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11.
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Edgeworth Expansions for a Sample Sum from a Finite Set of Independent Random Variables Hu, Zhishui; University of Science and Technology of China - Robinson, John; The University of Sydney - Wang, Qiying; The University of Sydney
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12.
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Random walks on infinite self-similar graphs Neunhäuserer, Jörg; TFH Berlin
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13.
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On the Number of Collisions in Lambda-Coalescents Gnedin, Alexander; Utrecht University - Yakubovich, Yuri; PDMI, St.Petersburg, Russia
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14.
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Processes with inert drift White, David W; Belmont University
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15.
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A counterexample for the optimality of Kendall-Cranston coupling Kuwada, Kazumasa; Ochanomizu University - Sturm, Karl-Theodor; Institute for applied mathematics, University of Bonn
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16.
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A Proof of a Non-Commutative Central Limit Theorem by the Lindeberg Method Kargin, Vladislav; Courant Institute of Mathematical Sciences
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17.
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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
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18.
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A note on the invariance principle of the product of sums of random variables Huang, Wei; Zhejiang University - Zhang, Li-Xin; Zhejiang University
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19.
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On an extension of jump-type symmetric Dirichlet forms Uemura, Toshihiro; University of Hyogo
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20.
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The Chance of a Long Lifetime for Brownian Motion in a Horn-Shaped Domain DeBlassie, Dante; Texas A&M University
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21.
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Connected allocation to Poisson points in $\mathbb{R}^2$ Krikun, Maxim; IECN, Universite Nancy 1
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22.
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Sharp edge, vertex, and mixed Cheeger type inequalities for finite Markov kernels Montenegro, Ravi; University of Massachusetts Lowell
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23.
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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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24.
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On a theorem in multi-parameter potential theory Yang, Ming; Department of Mathematics, University of Illinois, Urbana, IL 61801
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25.
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A note on ergodic transformations of self-similar Volterra Gaussian processes Jost, Céline; University of Helsinki
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26.
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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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27.
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On the spectral norm of a random Toeplitz matrix Meckes, Mark W; Case Western Reserve University
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28.
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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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29.
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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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30.
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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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31.
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On the efficiency of adaptive MCMC algorithms Andrieu, Christophe; University of Bristol - Atchade, Yves; University of Michigan
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32.
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Dynamical properties and characterization of gradient drift diffusions Darses, Sébastien; Boston University - Nourdin, Ivan; University Paris VI
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33.
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On the strong law of large numbers for d-dimensional arrays of random variables Le Van, Thanh; Vinh University
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34.
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The spectral laws of Hermitian block-matrices with large random blocks Oraby, Tamer F; University of Cincinnati
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35.
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On Variance Conditions for Markov Chain CLTs Haggstrom, Olle; Chalmers University of Technology - Rosenthal, Jeffrey S.; University of Toronto
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36.
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Predicting Individual Research Productivity: More than a Question of Time Ito, Jack K. - Brotheridge, Céleste M.
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37.
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Convergence of values in optimal stopping and convergence of optimal stopping times Coquet, François; CREST-ENSAI and LMAH Université du Havre - Toldo, Sandrine; IRMAR, Antenne de Bretagne de l'ENS Cachan
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38.
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Frequent Points for Random Walks in Two Dimensions Bass, Richard F.; University of Connecticut - Rosen, Jay; College of Staten Island, CUNY
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39.
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A Compensator Characterization of Point Processes on TopologicalLattices Ivanoff, B.Gail; University of Ottawa - Merzbach, Ely; Bar-Ilan University - Plante, Mathieu; No affiliation
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40.
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Asymptotic distributions and chaos for the supermarket model Luczak, Malwina J; London School of Economics - McDiarmid, Colin; University of Oxford
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41.
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Point shift characterization of Palm measures on Abelian groups Heveling, Matthias; Karlsruhe University - Last, Gunter; Karlsruhe University
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42.
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Integral representations of periodic and cyclic fractional stable motions Pipiras, Vladas; University of North Carolina - Taqqu, Murad S.; Boston University
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43.
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Asymptotics of Bernoulli random walks, bridges, excursions and meanders with a given number of peaks Labarbe, Jean-Maxime; LMV, Université de Versailles Saint-Quentin en Yvelines - Marckert, Jean-Francois; LaBRI, Université Bordeaux 1
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44.
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First Hitting Time and Place, Monopoles and Multipoles for Pseudo-Processes Driven by the Equation $\partial u/\partial t=\pm\partial^N u/\partial x^N$ Lachal, Aimé; INSA de Lyon
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45.
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Regularizing Properties for Transition Semigroups and Semilinear Parabolic Equations in Banach Spaces Masiero, Federica; Universita di Milano-Bicocca
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46.
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Stable convergence of generalized $L^2$ stochastic integrals and the principle of conditioning Giovanni, Peccati; Université Paris VI - Taqqu, Murad S; Boston University
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47.
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On the Range of the Simple Random Walk Bridge on Groups Benjamini, Itai; Weizmann Institute of Science - Izkovsky, Roey; Weizmann Institute of Science - Kesten, Harry; Cornell University
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48.
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Detecting a Local Perturbation in a Continuous Scenery Matzinger, Heinrich; Georgia Institute of Technology - Popov, Serguei; Universidade de São Paulo
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49.
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Correlation Lengths for Random Polymer Models and for Some Renewal Sequences Toninelli, Fabio Lucio; ENS LYON
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50.
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Stochastic Nonlinear Schrödinger Equations Driven by a Fractional Noise. Well-Posedness, Large Deviations and Support Gautier, Eric; Yale University and CREST
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