Z vývoje theorie pravděpodobnosti: Z dějin počtu pravděpodobnosti
Zařízení s reverzním čítačem jako model homogenního procesu imigrace a emigrace
Zero bias transformation and asymptotic expansions
Let Wbe a sum of independent random variables. We apply the zero bias transformation to deduce recursive asymptotic expansions for in terms of normal expectations, or of Poisson expectations for integer-valued random variables. We also discuss the estimates of remaining errors.
Zero One Laws for Probability Measures on Locally Convex Spaces.
Zero-one law for subgroups of paths of group-valued stochastic processes
Zero-one laws for Gaussian measures on metric abelian groups
Zero-one laws for graphs with edge probabilities decaying with distance. Part II
Let Gₙ be the random graph on [n] = 1,...,n with the probability of i,j being an edge decaying as a power of the distance, specifically the probability being , where the constant α ∈ (0,1) is irrational. We analyze this theory using an appropriate weight function on a pair (A,B) of graphs and using an equivalence relation on B∖A. We then investigate the model theory of this theory, including a “finite compactness”. Lastly, as a consequence, we prove that the zero-one law (for first order logic)...
Zero-one laws for graphs with edge probabilities decaying with distance. Part I
Let Gₙ be the random graph on [n] = 1,...,n with the possible edge i,j having probability for j ≠ i, i+1, i-1 with α ∈ (0,1) irrational. We prove that the zero-one law (for first order logic) holds..
Zeros of an algebraic polynomial with nonequal means random coefficients.
Zeros of smallest modulus of functions resembling exp(z).
Zero-temperature 2D stochastic Ising model and anisotropic curve-shortening flow
Zero-time vectors in the domain of the Hamiltonian in Quantum Field Theory as application of a programme for nearly Gaussian processes.
z-Transform and Identification of Linear Econometric Models with Autocorrelated Errors.
Zufallspolygone in konvexen Vielecken.
Zum Einbettungsproblem für Markoff-Prozesse.
Zum Gesetz vom iterierten Logarithmus für empirirsche Verteilungsfunktionen und empirisches Chi-Quadrat.
Zum Problem des zweiarmigen Bernoulli-Banditen mit einer bekannten Erfolgswahrscheinlichkeit und unendliche vielen Spielen.
Zur Existenz der höheren Momente von Punktprozessen.
Zur Lösung der Yule-Walker-Gleichungen.
Zur Methode der willkürlichen Funktionen.