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Stochastic processes --- Point processes --- Processus ponctuels --- 519.219 --- Processes, Point --- Random functions of several variables --- 519.219 Random functions of several variables

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Point processes --- Queuing theory --- Congresses --- 519.219 --- -Queuing theory --- -Erlang traffic formula --- Queueing theory --- Theory of queues --- Waiting-line theory --- Production scheduling --- Stochastic processes --- Processes, Point --- Random functions of several variables --- -Random functions of several variables --- 519.219 Random functions of several variables --- Files d'attente, Théorie des --- Congrès --- Files d'attente, Théorie des --- Congrès --- Point processes - Congresses --- Queuing theory - Congresses

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Social sciences --- Sciences sociales --- Research --- Cost effectiveness --- Methodology --- Recherche --- Méthodologie --- 303.425 --- 519.219 --- #SBIB:303H30 --- Survey --sociaalwetenschappelijk onderzoek --- Random functions of several variables --- Kwalitatieve methoden: algemeen --- 519.219 Random functions of several variables --- 303.425 Survey --sociaalwetenschappelijk onderzoek --- Méthodologie

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519.219 --- Random variables --- Signal theory (Telecommunication) --- Stochastic processes --- Random processes --- Probabilities --- Electric signal theory --- Electric waves --- Signal detection --- Telecommunication --- Chance variables --- Stochastic variables --- Variables (Mathematics) --- Random functions of several variables --- Random variables. --- Stochastic processes. --- Signal theory (Telecommunication). --- 519.219 Random functions of several variables

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This is a substantially revised and updated edition of Professor Kahane's celebrated book Some Random Series of Functions, first published in 1968. It covers random series in Banach or Hilbert spaces, random Taylor or Fourier series, Brownian motion-and other Gaussian processes, and certain types of random set and measures. In the new chapters Professor Kahane discusses geometric notions related to Hausdorff measures and dimensions, sets obtained by removing random convex bodies from a given body, images and level sets of a fractional Brownian motion and adds extra material on Brownian motion in general. He also considers continuity properties of sample functions of Gaussian processes and their application to random Fourier series (related to work by Dudley, Fernique, Marcus and Pisier). Some of this material has not been published before.

Mathematical analysis --- Probability theory --- 519.219 --- Functions --- Random variables --- Series --- Stochastic processes --- Random processes --- Probabilities --- Algebra --- Mathematics --- Processes, Infinite --- Sequences (Mathematics) --- Chance variables --- Stochastic variables --- Variables (Mathematics) --- Analysis (Mathematics) --- Differential equations --- Numbers, Complex --- Set theory --- Calculus --- Random functions of several variables --- Functions. --- Random variables. --- Series. --- Stochastic processes. --- 519.219 Random functions of several variables --- Fonctions (mathématiques) --- Séries (mathématiques) --- Variables aléatoires. --- Processus stochastiques. --- Fonctions (mathématiques) --- Séries (mathématiques) --- Variables aléatoires.