| Name |
Affiliation |
Talk |
|
Session |
| Adeyemi, Akeju |
University of Ibadan |
|
|
|
| Adil Khan, Muhammad |
Abdus Salam School, Pakistan |
Further results on convex functions and separable sequences with applications |
|
f4 |
|
| Adinya, Ini |
University of Ibadan |
|
|
|
| Ageel, Mohammed |
Jazan University |
|
|
|
| Ahmad, Ferhana |
Oxford University |
|
|
|
| Aida, Shigeki |
Tohoku University |
Tunneling for spatially cut-off P(φ)2-Hamiltonian |
 |
M21 |
| Al-Hussein, Abdul Rahman |
Quassim University |
|
|
|
| Almeida, Luis Roberto Lucinger |
UNICAMP |
|
|
|
|
| Alonso-Ruiz, Patricia |
LMU München |
|
|
|
| Ambrosio, Luigi |
Scuola Normale Superiore Pisa |
Metric measure spaces with Riemannian Ricci curvature bounded from below
|  |
M1 |
| Amorim Neves, Eduardo |
UNICAMP |
|
|
|
| Andres, Sebastian |
University of British Columbia |
Invariance principle for the random conductance model |
 |
G1 |
| Angst, Jürgen |
IRMAR, University Rennes 1 |
Construction and asymptotics of relativistic diffusions on Lorentz manifold |

|
f1
|
| Baglioni, Lorenzo |
Universita di Pisa |
|
|
|
| Bailleul, Ismael |
Cambridge University |
Relativistic processes: where we are and what is ahead of us? |
 |
D6 |
| Banerji, Anashua |
University of Heidelberg |
|
|
|
| Barlow, Martin |
University of British Columbia |
Loop erased walk and uniform spanning trees |
 |
P2 |
| Baudoin, Fabrice |
Purdue University |
Curvature dimension inequalities for subelliptic diffusion operators |
 |
D4 |
| Behzadi, Mohammad Hassan |
Islamic Azad University, Tehran |
Ranking DMUs by coefficient of variation criterion |
|
i4
|
| Bernabei, Maria Simonetta |
University of Camerino |
|
|
|
| Bernal, Francisco |
Insituto Superior Technico, Lisbon |
A comparison of high-order methods for probabilistically solving elliptic boundary value problems |
|
h3 |
| Bertoin, Jean |
Université Pierre et Marie Curie, Paris 6 |
Burning cars in a parking lot |
 |
P3 |
| Bhardwaj, Ramakant |
University Bhopal |
Some common fixed point theorems in Banach spaces For random operator |
|
d9 |
| Bhardwaj, Purvee |
University Bhopal |
High pressure behaviour of yttrium antimonid |
|
i5
|
| Bismut, Jean-Michel |
Université Paris-Sud |
The hypoelliptic Laplacian and probability |  |
M17 |
| Bogdan, Krzysztof |
Wrocław University of Technology |
On Bergman spaces |
|
M27 |
| Bonnefont, Michel |
Université Bordeaux 1 |
|
|
|
| Boukali, Anissa |
Uni Siegen |
|
|
|
| Bovier, Anton |
Universtität Bonn |
|
|
|
| Burghoff, Toralf |
Universität Jena |
|
|
|
| Cavalletti, Fabio |
SISSA |
Local CD implies global MCP |
|
e7 |
| Černý, Jiří |
ETH Zürich |
Critical behaviour of the vacant set of random walk on random graphs |
 |
G2 |
| Chen, Zhen-Qing |
University of Washington, Seattle |
|
|
|
| Chendjou, Gilbert |
University of Younde, Cameroon |
|
|
|
| Cioica, Petru A. |
Philipps-Universität Marburg |
|
|
|
| Cox, Sonja |
Delft University of Technology |
Convergence rates of the implicit Euler scheme for SPDEs in UMD Banach spaces |
|
d2 |
| Cruzeiro, Ana-Bela |
Universidade de Lisboa |
Generalized stochastic Navier-Stokes flows |
 |
M18 |
| Dadakhodjaev, Rashidkhon A. |
University of Tashkent, Uzbekistan |
Real ideals of compact operators of W*-algebras |
|
d4 |
| Debbasch, Fabrice |
UPMC, France |
Stochastic processes on Lorentzian manifolds: construction and applications |
 |
D1 |
| Deng , Chang Song |
Bejing Normal University |
Exponential convergence rates of second quantization semigroups and applications
|
|
d12
|
| Deuschel, Jean-Dominique |
Technische Universität Berlin |
A quenched invariance principle fornon-elliptic random walk in balanced random enviroment |
 |
M10 |
| Dippon , Jürgen |
Universität Stuttgart |
Kiefer-Wolfowitz type stochastic approximation in continuous time |
|
k1 |
| Dirksen, Sjoerd |
Delft University of Technology |
Moment estimates for Poisson stochastic integrals in Lq-spaces |
|
d6 |
| Döring, Leif |
Université Pierre et Marie Curie, Paris 6 |
On mutually catalytic branching, Brownian motion in a cone and generalized voter processes |  |
l2 |
| Driver, Bruce |
University of California |
Feynman path integrals in curved spaces |
 |
M20 |
| Dunst, Thomas |
Universität Tübingen |
Approximation of SPDEs driven by Lévy noise |
|
b2 |
| Dyda, Barlomiej |
Universität Bielefeld |
Fractional Laplacian on power functions |
 |
a3 |
| Eberle, Andreas |
Universität Bonn |
Reflection coupling and Wasserstein contractivity without convexity
|
 |
A5 |
| El-Borai, Mahmoud M. |
Alexandria University |
Fractional partial differential equations driven by fractional Gaussian noise |
|
d3 |
| Eldredge, Nate |
Cornell University |
Widder's theorem for Dirichlet spaces |
 |
h4 |
| Elworthy, David |
University of Warwick |
|
|
|
| Englezos, Nikolaos |
University of Piraeus
|
Stochastic Burgers PDEs with random coefficients and a generalization of the Cole-Hopf transformation |
|
b3 |
| Erbar, Matthias |
Universität Bonn |
Displacement convexity and Ricci curvature for finite Markov chains |
|
e2 |
| Evans, Lawrence Christopher |
University of Missouri at Columbia |
An approximation scheme for reflected stochastic differential equations |
|
k3 |
| Freiberg, Uta R. |
Universität Jena |
|
|
|
| Fukushima, Ryoki |
Tokyo Institute of Technology |
|
|
|
| Funano, Kei |
Kyoto University |
Concentration of measure phenomenon and eigenvalues of Laplacian |
|
e5 |
| Gawarecki, Leszek |
Kettering University |
Weak variational solutions with applications to SPDEs |
 |
b4 |
| Gayrard, Véronique |
Université de Provence, Marseille |
Aging in mean field spin glasses |
 |
M14 |
| Geiss, Christel |
Universität Innsbruck |
Malliavin fractional smoothness in terms of the number operator |
 |
d10 |
| Geiss, Stefan |
Universität Innsbruck |
A fractional derivative on the Wiener space and applications to approximation theory |
|
B1 |
| Gess, Benjamin |
University of Bielefeld |
Random attractors for stochastic porous media equations perturbed by space-time linear multiplicative noise |
|
C5 |
| Gigli, Nicola |
Université de Nice |
Optimal transport maps on spaces with Ricci curvature bounded below |
 |
E3 |
| Gomes, Andre Oliveira |
Universidade de Lisboa |
|
|
|
| Greven, Andreas |
Universität Erlangen-Nürnberg |
Multiscale analysis of emerging rare mutants |
 |
M12 |
| Grigor'yan, Alexander |
Universität Bielefeld |
On escape rate of Brownian motion on Riemannian manifolds |
 |
M2 |
| Grothaus, Martin |
Universität Kaiserslautern |
Stochastic PDEs via non-time-homogeneous evolution systems |
|
C1 |
| Guillin, Arnaud |
Université Blaise Pascal, Clermont-Ferrand II |
Uniform convergence in Wasserstein distance |
 |
M5 |
| Hairer, Martin |
University of Warwick |
Rough stochastic PDEs |
 |
P5 |
| Hajri, Hatem |
Université de Paris sud |
Tanaka's equation and the Csaki-Vincze transformation |
|
h1 |
| Hashmi, Muntazim Abbas |
ASSMS, GCU, Lahore, Pakistan |
|
|
|
| Hausenblas, Erika |
Montanuniversität Leoben |
The stochastic reaction diffusion equation driven by Lévy noise |
|
B2 |
| Hees, Katharina |
Uni Siegen |
|
|
|
| Hess, David |
University of Giessen |
|
|
|
| Helgesson, Peter |
Mathamitical Sciences, Chalmers |
|
|
|
| Herrmann, Samuel |
Ecole des Mines Nancy |
A random walk on moving spheres approach for the simulation of Bessel hitting times |
|
g1 |
| Holroyd, Alexander |
Microsoft Research, Rochester
|
Invariant matching |
|
M9 |
| Huang, Xueping |
Universität Bielefeld |
On stochastic completeness of symmetric jump processes |
 |
a7 |
| Huesmann, Martin |
Universität Bonn |
Optimal transport between random measures |
|
E5 |
| Huq, Mahmudul |
Universität Halle |
Development of scalarization method for proximal point algorithm: challenges and issues |
|
k2 |
| Iftimie, Bogdan |
Academy of Economic Studies of Bucharest |
|
|
|
| Iizuka, Masaru |
Kyushu Dental College |
Conditional
Processes induced by one-dimensional generalized diffusion processes
related to stochastic models in population genetics |
|
l5 |
| Ingolfsson, Ketill |
Elkins Park |
The asymptotic solution of a singular Mendelian
system of differential equations and its geometric interpretation |
|
f3
|
| Jacob, Niels |
Swansea University |
Geometry and transition densities of jump-type processes |
|
M16 |
| Jahnel, Benedikt |
Universität Wuppertal |
|
|
|
| Jansen, Sabine |
WIAS Berlin |
Random partitions in statistical mechanics |
 |
H2 |
| Jin, Peng |
Universität Wuppertal |
On drift-type pertubation for stable processes |
|
a2 |
| Juillet, Nicolas |
Université de Strasbourg |
Convexity in the Wasserstein space over Rd |
|
F4 |
| Kajino, Naotaka |
University of Bielefeld |
On-diagonal oscillation of the heat kernels on p.c.f. self-similar fractals |
 |
G5 |
| Kaleta, Kamil |
Wrocław University |
Spectral gap estimate for fractorial Schrödinger operator in the interval |
|
F5 |
| Kalimulina, Elmira |
Russian Academy of Sciences, Moscow |
A model of an open queuing network with several types of customers and parameters depending on system state |
|
m2
|
| Kamrani, Minoo |
Tarbiat Modares University |
Stability analysis of finite difference method and convergence of spectral collocation method for SPDEs |
|
k6 |
| Karczewska, Anna |
University of Zielona Gora |
Stochastic Volterra equations in Hilbert space |
|
b5 |
| Kassmann, Moritz |
Universität Bielefeld |
Nondegenerate nonlocal Dirichlet forms |
 |
A3 |
| Kawabi, Hiroshi |
Okayama University |
Strong uniqueness of diffusions to Gibbs measures on a path space with exponential interactions |
 |
C4 |
| Keller-Ressel, Martin |
TU Berlin |
On the limit distributions of continuous-state branching processes with immigration |
 |
H4 |
| Ketterer, Christian |
Universität Bonn |
|
|
|
| Khaliq, Abdul |
Middle Tenessee State University |
A split-step Adams-Moulton Milstein method for stiff stochastic differential equations |
|
k4 |
| Kim, Panki |
Seoul National University |
Behavior of heat kernel for jump process |
 |
M15 |
| Kliem , Sandra |
University Duisburg-Essen |
Hierarchically interacting Lambda-Cannings processes |
 |
H5 |
| Klimovsky, Anton |
Eindhoven University of Technology |
Renormalisation of hierarchically interacting Lambda-Cannings processes in the mean-field limit |
 |
H6 |
| Kocadağlι, Ozan |
Mimar Sinan F.a. University |
|
|
|
| Kromer, Eduard |
University of Giessen |
|
|
|
| Kuhwald, Isabelle |
Universität Jena |
|
|
|
| Kulczycki, Tadeusz |
Polish Academy of Sciences, Warsaw |
Stationary distributions for jump processes with inert drift |  |
A1 |
| Kumagai, Takashi |
Kyoto University |
Markov chain approximations to non-symmetric diffusions with bounded coefficients |
 |
M3 |
| Kuna, Tobias |
University of Reading, UK |
Coercivity identity for Glauber dynamics in the continuum and absence
of phase transition for a special class of potential
|
|
b10
|
| Kunze, Markus |
University of Ulm |
Martingale problems on Banach spaces |
 |
d11 |
| Kusuoka, Seiichiro |
Kyoto University |
Diffusion processes in thin tubes and their limits on graphs |
 |
A4 |
| Kuwada, Kazumasa |
Ochanomizu University |
Optimal transport and coupled diffusion by reflection |
 |
e1 |
| Kuwae, Kazuhiro |
Kumamoto University |
On gaugeability for generalized Feynman-Kac functionals and its applications |
 |
a1 |
| Kwaśnicki, Mateusz |
Polish Academy of Sciences, Warsaw |
Spectral theory for symmetric one-dimesional Lévy processes in domains |
 |
B3 |
| Lam, Elizabeth |
University of Toronto |
|
|
|
| Landwehr, Sandra |
University Düsseldorf |
|
|
|
| Ledoux, Michel |
University of Toulouse |
|
|
|
| Lee, Paul |
University of California, Berkeley |
Comparison theorems in 3D contact subriemannian manifolds |
 |
E4 |
| Leshchenko, Dmytro |
Odessa State Academy of Civil Engineering and Architecture |
Perturbed rotation of a rigid body close to the Lagrange case under stochastic oscillations of point of support |
| h9
|
| Lévy, Thierry |
Université de Genève |
The master field on the plane
|
|
D3 |
| Li, Xiangdong |
AMSS, Beijing |
Perelman's W-entropy for the Witten Laplacian and the Fokker-Planck equation on Riemannian manifolds |
 |
D5 |
| Li, Xue-Mei |
University of Warwick |
SDE with non-smooth coefficients |
| D2 |
| Li, Zenghu |
Beijing Normal University |
Forward and backward stochastic partial differential equations of super-Lévy processes |
 |
M13 |
| Lierl, Janna |
Cornell University |
|
|
|
| Łochowski, Rafal |
Warsaw School of Economics |
On pathwise uniform approximation of processes with càdlàg trajectories by processes with minimal total variation |
 |
a8 |
| Lücht-Eisenbach, Isolde G. |
CEWS, HRZ, University of Bonn Bonn |
Vaccine development for malaria based on mathematical models of stochastic analysis |
|
i2
|
| Luks, Tomasz |
Université d'Angers, France |
Hardy spaces of α-harmonic functions on the complement of the sphere and of the hyperplane |
|
h8
|
| Lyons, Terry J. |
University of Oxford |
The expected signature of a stochastic process. Some new PDE's |
|
M23 |
| Maas, Jan |
University of Bonn |
Gradient flows of the entropy for finite Markov chains |
 |
E2 |
| Mai , Thanh Tan |
TU Kaiserslautern |
|
|
|
| Mainini, Edoardo |
Università degli Studi di Pavia |
Gradient flow of nonlocal aggregation models and superconductivity models |
| e6 |
| Małecki, Jacek |
Wrocław University |
Suprema of Lévy Processes |
|
a6 |
| Malrieu, Florent |
Université de Rennes |
McKean-Vlasov equations and functional inequalities |
 |
M6 |
| Manger, Alexa |
Universität Duisburg-Essen |
|
|
|
| Manna, Utpal |
Indian Institute of Science Education and Research, Thiruvananthapuram |
|
|
|
| Marko, Roland |
University of Bonn |
|
|
|
|
| Maurelli, Mario |
Scuale Normale Superiore, Pisa |
Uniqueness for stochastic continuity equation, Wiener chaos and superposition solutions |
|
b6 |
| Melcher, Tai |
University of Virginia |
|
|
|
| Méléard, Sylvie |
CMAP Palaiseau |
Random modelling of adaptive dynamics for sexual populations |
 |
M11 |
| Menz, Georg |
MPI Leipzig |
Log-Sobolev inequality for Kawasaki dynamics with superquadratic single-site potential |
|
F2 |
| Mimica, Ante |
University of Bielefeld |
Continuity properties of harmonic functions for jump processes |
 |
B4 |
| Moreno, Pilar |
Pablo de Olavide University |
Distribution of the successful and blocked events in a Geo/Geo/c retrial queue |
|
m3
|
| Mudakkar, Syeda Rabab |
Lahore School of Economics, Pakistan |
Rademacher inequality with applications
|
|
i6
|
| Mustafa , Dawan |
Mathematical Sciences, Chalmers |
|
|
|
| Najafi, Morteza Nattagh |
Sahrif University of Technology |
Observation of SLE(κ, ρ) on the Critical Statistical Models |
|
g2 |
| Nakashima, Makoto |
Kyoto University |
Minimal positions of branching random walks in random environment |
|
l3 |
| Neklyudov, Mikhail |
Universität Tübingen |
Influence of noise to ferromagnetic systems |  |
g5 |
| Neves, Eduardo-Jordao |
IME-USP |
Non-reversible stochastic Ising model and signaling networks
|
|
g3
|
| Noh, Hong |
University of Oxford |
|
|
|
| Obabiyi, Olawale |
University of Ibadan |
|
|
|
| Okorie, Stephen |
Yaba College of Technology |
|
|
|
| Olu, Akeju Adeyemi |
University of Ibadan
|
Heat equation asymptotic of option pricing |
|
c1
|
| Önalan, Ömer |
Marmara University |
|
|
|
| Papapantoleon, Antonis |
TU Berlin |
On efficient and accurate log-Lévy approximations for the Lévy Libor model |
 |
c2
|
| Peng, Shige |
Shandong University |
TBA |
|
P4 |
| Popov, Serguei |
UNICAMP |
Conditional quenched CLT for random walks among random conductances on Zd |
|
l6
|
| Popescu, Ionel |
IMAR and Gatech |
Free functional inequalities on the circle |
|
F1 |
| Pourkalbassi Esfahani |
University of Malaysia |
|
|
|
| Pratelli, Aldo |
Universita di Pavia |
The rectified cost function in mass transportation |
|
F3 |
| Pronk, Matthijs |
TU Delft |
|
|
|
| Rakhimov, Abdugafur |
University of Tashkent, Uzbekistan |
State spaces of JWB*-triples |
|
d8 |
| Raquepas, Joseph |
USAF |
|
|
|
| Rezvani Majid |
Universität Bielefeld |
|
|
|
| Riedel, Sebastian |
TU Berlin |
Convergence rates for the full Gaussian rough paths |
 |
h7 |
| Riedle, Markus |
University of Manchester |
Lévy processes in Banach spaces |
 |
d5 |
| Röckner, Michael |
Universität Bielefeld |
|
|
|
| Rodrigues Albuquerque , Roberta, |
University of Warwick |
|
|
|
| Roelly, Sylvie |
Universität Potsdam |
Infinite system of Brownian balls with Brownian radii |
|
H1 |
| Rosestolato, Mauro |
Scuale Normale Superiore, Pisa |
|
|
|
| Rotenstein, Eduard |
Alexandu Ioan Cuza University |
|
|
|
| Ryznar, Michal |
Technical University of Wrocław |
Potential theory of one-dimensional geometric stable processes |
 |
A6 |
| Sabbagh, Ali |
American University of Iraq |
Spatiotemporal chaos of spiral waves due to core expansion |
|
d7 |
| Saloff-Coste, Laurent |
Cornell University |
The heat kernel in inner uniform domains |
 |
P1 |
| Sandric, Nikola |
University of Zagreb |
Recurrence and transience property for a class of Markov chains |
|
a4 |
| Sanz-Solé, Marta |
University of Barcelona |
A large deviation principle for a stochastic wave equation |
 |
C2 |
| Sarkar, Barun |
University of Wuppertal |
|
|
|
| Satoshi, Ishiwata |
University of Tsukuba |
|
|
|
| Scheutzow, Michael |
TU Berlin |
|
|
|
| Schilling, René |
University of Dresden |
|
|
|
| Schlichting, André |
Max-Planck-Institut, Leipzig |
|
|
|
| Schultka, Mirco |
Universität Greifswald |
|
|
|
| Scott, Michael |
Universirty of Warwick |
|
|
|
| Shamarova, Evelina |
University of Porto |
Solution to the Navier-Stokes equations with random initial data |
|
b7 |
| Shigekawa, Ichiro |
Kyoto University |
The spectrum of non-symmetric operators and Markov processes |
 |
M24 |
| Smii, Boubaker |
King Fahd University |
|
|
|
| Stan, Mihaela |
University Plitehnica, Romania |
|
|
|
| Stannat, Wilhelm |
TU Darmstadt |
Stochastic Navier-Stokes equations with Coriolis force |
 |
M25 |
| Stummer, Wolfgang |
University of Erlangen-Nürnberg |
Generalized relativeb entropies between Feller-type branching diffusions and their approximations |
|
e3
|
| Sturm, Karl-Theodor |
Universität Bonn |
|
|
|
| Süß, André |
Universitat de Barcelona |
|
|
|
| Sznitman, Alain-Sol |
ETH Zürich |
Random interlacements and Gaussian free field |
 |
M8 |
| Sztonyk, Pawel |
Wrocław University of Technology |
Estimates of transition densities and their derivations for jump Lévy processes |  |
a5 |
| Taghavi, Mohsen |
Shiraz University |
|
|
|
| Takatsu, Asuka |
IHES |
Displacement convexity of generalized relative entropy |
 |
e4 |
| Takeda, Masayoshi |
Tohoku University |
A tightness property of a symmetric Markov process and the uniform large deviation Principle |
 |
M7 |
| Takemura, Tomoko |
Nara Women's University |
Recurrence/transience criteria for skew product diffusion processes |
|
h6 |
| Takeuchi, Atsushi |
Osaka City University |
Density of solutions to stochastic differential equations driven by gamma processes |
 |
a9 |
| Tanaka, Ryokichi |
Kyoto University |
Hydrodynamic limit for weakly asymmetric exclusion processes in crystal lattices |
 |
l4 |
| Tardif, Camille |
IRMA Strasbourg |
Dynamics of the stochastic flow generated by a relativistic diffusion |
 |
f2
|
| Telcs, András |
Budapest University of Technology and Economics |
Resolvent metrics and heat kernel estimates |
 |
G3 |
| Thäle, Christoph |
University of Osnabrück |
The size of visibility sets for some continuum percolation models in the hyperbolic plane |
 |
g4 |
| Thaler, Horst |
University of Camerino |
|
|
|
| Thalmaier, Anton |
University of Luxembourg |
Stochastic calculus with respect to moving metrices and connections |
 |
M22 |
| Thiery, Alexandre |
University of Warwick |
|
|
|
| Timar, Adam |
University of Vienna |
A Poisson allocation of optimal tail
|
|
E6
|
| Tölle, Jonas M. |
TU Berlin |
Ergodicity and random attractors for singular stochastic evolution inclusions |
|
b8 |
| Torbin, Grygoriy |
University of Ukraine |
On calculation of the Hausdorff dimension: Faithful and non-faithful vitality coverings |
|
g6 |
| Trevisan, Dario |
Scuale Normale Superiore, Pisa |
BV functions in the classical Wiener space and an extension of the Clark-Ocone-Karatzas formula |
 |
b9 |
| Tsagkarogiannis, Dimitrios |
University of Rome |
|
|
|
| Tugaut, Julian |
Universität Bielefeld |
Convergence of a self-stabilizing process |
 |
l1 |
| ul Haq, Ahsan |
University of the York |
|
|
|
| Unterberger, Jérémie |
Université Nancy I |
|
|
|
| Urombo, Jack |
Harare Institut of Technology, Belvedere |
A numerical method for stochastic homogenization |
|
k5 |
| van Neerven, Jan |
TU Delft |
Maximal Lp-regularity for stochastic evolution equations |
|
F6 |
| Voisin, Guillaume |
University Duisburg-Essen |
|
|
|
| von Renesse, Max Kostja |
TU Berlin |
Ergodic properties of stochastic shortening flows in the plane |
 |
E1 |
| Vondracek, Zoran |
University of Zagreb |
Minimal thinness for subordinate Brownian motion |
 |
A2 |
| Wang, Feng-Yu |
Beijing Normal University |
Equivalent semigroup properties for the curvature dimension condition |
 |
M4 |
| Wang, Jian |
University of Hong Kong |
The coupling of Lévy processes |
 |
B5 |
| Wang, Shidong |
University of Bonn |
|
|
|
| Weber, Hendrik |
Warwick University |
Rough Burgers-like equations and their approximations |
 |
G4 |
| Wei, Fajin |
University of Leicester |
Pathwise stationary solutions of the stochastic infinity-Laplacian equation |
|
h5 |
| Wei, Liu |
University of Bielefeld |
|
|
|
| Werner, Laura |
University of Giessen |
|
|
|
| Winter, Anita |
University Duisburg-Essen |
Aldous's move on cladograms in the diffusion limit |
|
H3 |
| Xu, Lihu |
TU Berlin |
On stochastic Burger and 2D Navier-Stokes equations driven by α-stable noises |
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i1 |
| Yam, Philip |
University of Hong Kong |
Linear quadratic mean field games |
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m1
|
| Yang, Wei |
University of Warwick |
Controlled nonlinear Markov Processes |
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h2 |
| Yang, Yuxin |
University of Warwick |
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| Yano, Yuko |
Kyoto University |
On the law of the occupation time for Brownian motion on the Sierpinski gasket |
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G6 |
| Yano, Kouji |
Kyoto University |
On universal sigma-finite measures for penalisations by multiplicative weights |
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B6 |
| Yoshida, Minoru W. |
Tokyo University |
On diffusion processes taking values in direct spaces of Bohr compactification of R |
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C3 |
| Yvinec, Romain |
Université de Lyon |
Analytical and numerical study of a stochastic self-regulated gene expression model with jump and diffusion process |
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i3 |
| Zähle, Martina |
University of Jena |
A pathwise approach to parabolic SPDE in metric measure spaces |
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M19 |
| Zakirov, Furqat |
The Tashkent automobile and road institute |
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| Zhang, Jinping |
North China Electric Power University, Beijing |
Set-valued stochastic integrals with respect to Poisson processes in a Banach space |
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d1 |
| Zhang, Tusheng |
University of Manchester |
A probabilistic approach to mixed boundary value problems for elliptic operators with singular coefficients process |
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M26 |
| Zhu, Rong-chan |
Beijing University / University of Bielefeld |
BSDE and generalized Dirichlet forms |
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C6 |
| Zhu, Xiangchan |
University of Bielefeld |
The stochastic reflection problem on an infinite-dimensional convex set and BV functions in a Gelfand triple |
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b1 |
| Zilch, Katrin |
University of Giessen |
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