Advances in combinatorial methods and applications to probability and statistics (Q1358188)
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scientific article; zbMATH DE number 1028134
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Advances in combinatorial methods and applications to probability and statistics |
scientific article; zbMATH DE number 1028134 |
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Advances in combinatorial methods and applications to probability and statistics (English)
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1 July 1997
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The articles of this volume will be reviewed individually. Indexed articles: \textit{Gessel, Ira M.; Ree, Sangwook}, Lattice paths and Faber polynomials, 3-13 [Zbl 0882.05005] \textit{Niederhausen, Heinrich}, Lattice path enumeration and umbral calculus, 15-27 [Zbl 0880.05003] \textit{Krattenthaler, C.}, The enumeration of lattice paths with respect to their number of turns, 29-58 [Zbl 0882.05004] \textit{Panny, Wolfgang; Katzenbeisser, Walter}, Lattice path counting, simple random walk statistics, and randomization: An analytic approach, 59-76 [Zbl 0888.60062] \textit{Sparre Andersen, Erik; Larsten, Mogens Esrom}, Combinatorial identities: a generalization of Dougall's identity, 77-88 [Zbl 0878.05008] \textit{Zeilberger, Doron}, A comparison of two methods for random labelling of balls by vectors of integers, 89-93 [Zbl 0884.60014] \textit{Takács, Lajos}, On the ballot theorems, 97-114 [Zbl 0888.60012] \textit{Csáki, Endre}, Some results for two-dimensional random walk, 115-124 [Zbl 0882.60069] \textit{Watanabe, Toshihiro}, Random walks on \(SL(2,F_ 2)\) and Jacobi symbols of quadratic residues, 125-134 [Zbl 0887.11021] \textit{Saran, Jagdish; Rani, Sarita}, Rank order statistics related to a generalized random walk, 135-151 [Zbl 0880.62058] \textit{Voinov, V. G.; Nikulin, M. S.}, On a subset sum algorithm and its probabilistic and other applications, 153-163 [Zbl 0894.60007] \textit{Sobel, Milton}, \(I\) and \(J\) polynomials in a potpourri of probability problems, 165-187 [Zbl 0894.60080] \textit{Balakrishnan, N.; Nevzorov, V. B.}, Stirling numbers and records, 189-200 [Zbl 0884.60044] \textit{Kotz, Samuel; Balakrishnan, N.}, Advances in urn models during the past two decades, 203-257 [Zbl 0888.60014] \textit{Charalambides, Ch. A.}, A unified derivation of occupancy and sequential occupancy distributions, 259-273 [Zbl 0894.60008] \textit{Galambos, Janos}, Moments, binomial moments and combinatorics, 275-284 [Zbl 0894.60020] \textit{Böhm, Walter}, Nonintersecting paths and applications in queueing theory, 287-299 [Zbl 0894.60090] \textit{Sen, Kanwar; Agarwal, Manju}, Transient busy period analysis of initially non-empty M/G/1 queues -- lattice path approach, 301-315 [Zbl 0894.60091] \textit{Medhi, J.}, Single server queueing system with Poisson input: A review of some recent developments, 317-338 [Zbl 0894.60092] \textit{Gupta, Diwakar; Günalay, Yavuz}, Recent advances in the analysis of polling systems, 339-360 [Zbl 0894.60093] \textit{Koutras, Markos V.}, Waiting times and number of appearances of events in a sequence of discrete random variables, 363-384 [Zbl 0884.60063] \textit{Aki, Sigeo}, On sooner and later problems between success and failure runs, 385-400 [Zbl 0894.60016] \textit{Hirano, Katuomi; Aki, Sigeo; Uchida, Masayuki}, Distributions of numbers of success-runs until the first consecutive \(k\) successes in higher order Markov dependent trials, 401-410 [Zbl 0894.60017] \textit{Antzoulakos, Demetrios L.; Philippou, Andreas N.}, On multivariate distributions of various orders obtained by waiting for the \(r\)-th success run of length \(k\) in trials with multiple outcomes, 411-426 [Zbl 0894.60014] \textit{Tripsiannis, Gregory A.; Philippou, Andreas N.}, A multivariate negative binomial distribution of order \(k\) arising when success runs are allowed to overlap, 427-438 [Zbl 0894.60015] \textit{Vincze, I.; Tőrös, R.}, The joint energy distributions of the Bose-Einstein and of the Fermi-Dirac particles, 441-449 [Zbl 0885.60095] \textit{Kemp, A. W.}, On modified \(q\)-Bessel functions and some statistical applications, 451-463 [Zbl 0885.60009] \textit{Kemp, C. David}, A \(q\)-logarithmic distribution, 465-470 [Zbl 0885.60010] \textit{Janardan, K. G.}, Bernoulli learning models: Uppuluri numbers, 471-480 [Zbl 0894.60009] \textit{Chakraborti, S.; Schaafsma, W.}, Linear nonparametric tests against restricted alternatives: The simple-tree order and the simple order, 483-506 [Zbl 0876.62035] \textit{Rahman, M. Mahibbur; Govindarajulu, Z.}, Nonparametric estimation of the ratio of variance components, 507-519 [Zbl 0929.62038] \textit{Hušková, M.}, Limit theorems for \(M\)-processes via rank statistics processes, 521-534 [Zbl 0933.62040]
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Combinatorial methods
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Probability
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Statistics
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