Probability and its applications

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measure-valued branching markov proc...
measure-valued branching markov processes
self-normalized processes
self-normalized processes
modern approach to probability theory /
modern approach to probability theory /
probability models for dna sequence ...
probability models for dna sequence evolution /
diffusions and elliptic operators
diffusions and elliptic operators
stochastic processes
stochastic processes
basics of applied stochastic processes
basics of applied stochastic processes
probability models for dna sequence ...
probability models for dna sequence evolution
foundations of modern probability
foundations of modern probability
feynman-kac formulae :
feynman-kac formulae :
introduction to the theory of point ...
introduction to the theory of point processes.
discrete-time markov jump linear sys...
discrete-time markov jump linear systems /
stochastic calculus for fractional b...
stochastic calculus for fractional brownian motion and applications
probabilistic symmetries and invaria...
probabilistic symmetries and invariance principles
discrete-time markov jump linear systems
discrete-time markov jump linear systems
eigenvalues, inequalities, and ergod...
eigenvalues, inequalities, and ergodic theory
stochastic and integral geometry
stochastic and integral geometry
continuous-time markov chains :
continuous-time markov chains :
foundations of modern probability
foundations of modern probability
theory of random sets /
theory of random sets /
 
 
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