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Computable exponential bounds for screened estimation and simulation

Mathematics – Probability
Scientific paper

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Computable infinite dimensional filters with applications to discretized diffusion processes

Mathematics – Probability
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Computation of copulas by Fourier methods

Mathematics – Probability
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Computation of the invariant measure for a Lévy driven SDE: Rate of convergence

Mathematics – Probability
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Computations of Greeks in stochastic volatility models via the Malliavin calculus

Mathematics – Probability
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Computer simulation of cultural drift - Limitations on interstellar colonisation

Mathematics – Probability
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Computer simulations of close encounters between binary and single stars - The effect of the impact velocity and the stellar masses

Mathematics – Probability
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Computer simulations of gravitational encounters between pairs of binary star systems

Mathematics – Probability
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Computing Expectations with Continuous P-Boxes: Univariate Case

Mathematics – Probability
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Computing expected transition events in reducible Markov chains

Mathematics – Probability
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Computing Hardness Ratios with Poissonian Errors

Mathematics – Probability
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Computing hitting times via fluid approximation: application to the coupon collector problem

Mathematics – Probability
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Computing parameters characterizing possibility of planets falling in star camera field of view during space survey

Mathematics – Probability
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Computing stationary probability distributions and large deviation rates for constrained random walks. The undecidability results

Mathematics – Probability
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Computing strategies for achieving acceptability

Mathematics – Probability
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Computing the Loewner driving process of random curves in the half plane

Mathematics – Probability
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Concave majorant of stochastic processes and Burgers turbulence

Mathematics – Probability
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Concave Majorants of Random Walks and Related Poisson Processes

Mathematics – Probability
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Concave Renewal Functions Do Not Imply DFR Inter-Renewal Times

Mathematics – Probability
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Concentration and convergence rates for spectral measures of random matrices

Mathematics – Probability
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