Temas
Cantidad
05C15, 82B201 05C80 ; 60F17 ; 60J801 05C80; 60J80; 82C201 2000 AMS subject classifications: Primary: 60H10; Secondary: 60H07, 65C301 26D10, 47D07 , 60E151 60B99; 60A10; 60G481 60Bxx; 46Gxx1 60C051 60C05; 60K99; 05C801 60D05; 30F991 60D05; 60G57; 60F05; 52A221 60D05; 62G101 60F ; 60K351 60F10 ; 15A521 60F10, 60H15, 35Q551 60G18; 60H07; 60H10; 60J601 60G20;60J251 60G40 ; 62L15 ; 60Fxx ; 62Lxx1 60G60, 60G57, 60F051 60G70; 60C051 60H05, 60J551 60H30; 60H07; 60G15.1 60J10, 60K151 60J10, 62M09, 62M151 60J25; 60C05; 05C05; 05C801 60J35; 60J75; 35K15; 91B24; 92D101 60J601 60J65, 60K371 60J65; 60B101 60J65; 60J35; 60J601 60J65; 60J551 60J70; 92D10; 92D201 60J80; 60K05; 60F05; 60H10; 60G181 60K05;60G55;60G481 60K15;60J45;60K35;60J051 60K351 60K37; 60F05; 82C411 82B21; 82B431 82B27, 82B44, 82B41, 60K051 AMS 2000 Subject Classification: 60J651 Amenability, equivalence relations, infinite graphs, percolation, quasi-transitive, random walks, transitivity, weak convergence, reversibility, trace, stochastic comparison, spanning forests, sofic groups.1 BSDE, forward-backward SDE, quadratic growth, differentiability, stochastic calculus of variations, Malliavin calculus, Feynman-Kac formula, BMO martingale, reverse Holder inequality1 Bernstein inequality, (degenerate) U-statistics, Wiener--It^o integrals, diagram formula, moment estimates1 Branching processes, configuration model, coupling, graph distance.1 Brownian areas, asymptotics for density functions right tail, double Laplace transform, two-dimensional saddle point method1 Brownian motion, Poisson process, localization test, detecting defects in sceneries seen along random walks1 Brownian motion; local time; Skorohod lemma1 Common-ancestor process; diffusion process; structured coalescent; substitution rates; selection; genetic drift1 Continuous-state branching process; Lévy process; quasi-stationary distribution; Yaglom theorem; h-transform; Q-process; immigration; size-biased distribution; stochastic differential equations1 Dirichlet Laplacian, Green function, analytic semigroup, jump diffusion1 Dynamic random graphs; phase transition; branching processes1 Edgeworth expansion, finite population, sampling without replacement.1 Exchangeable Gibbs Partitions, GEM distribution,Age-ordered frequencies, Beta-Stacy distribution, Neutral distributions, Record indices1 Exclusion Processes, Interface Dynamics, Hydrodynamic limit1 Fractional Brownian motion; Time reversal; Malliavin Calculus.1 GEM representation; Poisson-Dirichlet distribution; Dirichlet processes; large deviations1 Generalized stochastic integrals; Independently scattered measures; Decoupling; Principle of conditioning; Resolutions of the identity; Stable convergence; Weak convergence; multiple Poisson integrals; Skorohod integrals1 Grassmann Manifold; Haar Measure; Pattern Recognition; Kolmogorov Entropy1 Isoperimetry; Super-Poincaré inequality1 Lambda-coalescent; collisions; stable limit1 Large deviations, convex measures, dilation of sets, transportation of mass, Khinchin-type, isoperimetric, weak Poincar'e, Sobolev-type inequalities1 Large deviations; stochastic partial differential equations; nonlinear Schrodinger equation; fractional Brownian motion1 Markov Chains, Robust mixing time, Reversible lifting, random-to-cyclic transposition, non-Markovian processes1 Mixing time, 3-colouring, Potts model, conductance, Glauber dynamics, discrete hypercube1 No aplica2 Number variance; symmetric alpha- stable processes; controlled variability; Gaussian fluctuations; functional limits; long memory; Gaussian processes; fractional Brownian motion1 Ornstein-Uhlenbeck and perturbed Ornstein-Uhlenbeck transition semigroups; regularizing properties; parabolic equations; Banach spaces.1 Parabolic Anderson model; catalytic random medium; exclusion processes; Lyapunov exponents; intermittency1 Pinning and Wetting Models, Typical and Average Correlation Lengths, Critical Exponents, Renewal Theory, Exponential Convergence Rates1 Planar maps ; two-type Galton-Watson trees ; Conditioned Brownian snake1 Primary 05C80; secondary 05C12, 60J80.1 Primary 37A35, 05C05 Secondary 37A50, 37A45,1 Primary 60C05, 60G57, 62E101 Primary 60C05; secondary 68R05, 90B22, 60K25,60K30, 68M20.1 Primary 60E15, 60F10, Secondary 60H991 Primary 60F05; 60 F15; Secondary 62E201 Primary 60G18, 60G52; secondary 28D, 37A.1 Primary 60G50, 60E15, 46E30; secondary 46B091 Primary 60G52, 60G15; Secondary 60F17, 15A521 Primary 60G55, 60G571 Primary 60H25, 82C44; secondary 60F10, 35B40;1 Primary 60J10; secondary 60F101 Primary 60K35; Secondary1 Primary: 60H99 Secondary: 60H10, 60H15, 60H20, 60H25.1 Primary: 60F10; Secondary: 92D10.1 Primary: 60G50; Secondary: 60F151 Quasi stationary distributions; Fleming-Viot process1 Random conductance model, invariance principle, corrector, homogenization, heat kernel, percolation, isoperimetry1 Random measures1 Random walks, Green's functions, Harnack inequalities, frequent points1 Sum of independent rv's, tail distributions, tail distributions,tail probabilities, quantile approximation, Hoffmann-Jo rgensen/Klass-Nowicki Inequality1 Supermarket model, join the shortest queue, random choices, power of two choices, load balancing, equilibrium, concentration of measure, law of large numbers, chaos1 Values in optimal stopping ; Convergence of stochastic processes ; Convergence of filtrations ; Optimal stopping times ; Convergence of stopping times.1 Weak convergence; Bernoulli random walks; Brownian meander; bridge; excursion; peaks1 asymptotic expansion, harmonic analysis, semi-Markov process, random walk with internal states, perturbation, aperiodicity, ergodic, Doeblin's condition1 continuum percolation; phase transitions; hyperbolic space1 determinantal process; random matrices; invariant point process; noise limit1 large deviations ; random matrices1 laws of large numbers, nonhomogeneous, Markov, occupation, reinforcement, Dirichlet distribution.1 local field; expectation; conditional expectation; projection; martingale; martingale convergence; optional sampling1