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Books / Probability





Farid GABTENI
2016
  • Network Flows
    AHUJA, MAGNANTI and ORLIN
    Prentice Hall
    1993.
  • The Probabilistic Method
    ALON N. and SPENCER J.
    Wiley
    1991.
  • Information Theory
    ASH R.B.
    Dover
    1990.
  • The Poisson Approximation
    BARBOUR A., HOLST F. and JANSON S.
    Oxford University Press
    1993.
  • Financial Calculus
    BAXTER M. and RENNIE A.
    Cambridge University Press
    1996.
  • Quantum information theory. Information Theory : 1948-1998. IEEE Trans. Inform Theory
    BENNETT C.H., SHOR P.W.
    1998.
  • Neuro-Dynamic Programming.
    BERTSEKAS and TSITSIKLIS
  • Introduction to Linear Optimization.
    BERTSIMAS Dimitris and TSITSIKLIS John N.
  • Introduction to Stochastic Programming.
    BIRGE and LOUVEAUX
  • Random Graphs
    BOLLOBÁS B.
    Academic Press
    1985.
  • Online Computation and Competitive Analysis
    BORODIN Alan and EL-YANIV Ran
    Cambridge University Press
    1998.
  • An Introduction to Probabilistic Modeling.
    BREMAUD
  • Time Series: Theory and Methods
    BROCKWELL P. and DAVIS R.
    Springer-Verlag
    1987.
  • Lecture Notes on Stochastic Calculus.
    CARMONA R.
  • Elementary Probability Theory with Stochastic Processes
    CHUNG K.L.
    Springer-Verlag
    1975
  • Introduction to Stochastic Processes.
    CINLAR E.
  • Introduction to Algorithms
    CORMEN, LEISERSON and RIVEST
    MIT Press
    1990.
  • Principles of Information Theory.
    COVER T., THOMAS J.
  • Mathematics of Diffusion, Oxford, second ed.
    CRANK J.
    1975.
  • Text Algorithms
    CROCHEMORE and RYTTER
    Oxford University Press
    1994.
  • Large deviations techniques and applications., 2nd edition
    DEMBO A. and ZEITOUNI O.
    Springer
    1998.
  • Dynamic Asset Pricing Theory, 2nd ed.
    DUFFIE D.
    Princeton University Press
    1996.
  • Probability : Theory and Examples
    DURRETT R.
    Wadsworth
    1991.
  • An Introduction to Probability Theory and Its Applications
    FELLER W.
    Wiley
    1968.
  • Communication Theory. Cambridge
    GOLDIE C.M. and PINCH R.J.E.
    Cambridge University Press
    1991.
  • Probability, an Introduction, 2nd edition
    GRIMMETT G.R. and WELSH D.J.A.
    1992.
  • Probability and Random Processes, 2nd edition, Oxford
    GRIMMETT G.R., and STIRZAKER D.R.
    Clarendon Press
    1992.
  • Quantum Computing. London
    GRUSKA J.
    Mc Graw-Hill
    1999.
  • Algorithms on Strings, Trees and Sequences
    GUSFIELD
    Cambridge University Press
    1997.
  • A First Course in Coding Theory
    HILL R.
    1986.
  • Random Walks and Random Environments, Vol. 1, Oxford
    HUGHES Barry
    1996.
  • Options, Futures, and Other Derivative Securities.
    HULL J.
  • Foundations of Modern Probability
    KALLENBERG O.
    Springer
    1997.
  • Lectures on the Mathematics of Finance, CRM Monograph Series, Vol.8, American Mathematical Society
    KARATZAS I.
    1997.
  • Brownian Motion and Stochastic Calculus.
    KARATZAS I. and SHREVE J.
  • A Second Course in Stochastic Processes
    KARLIN S. and TAYLOR H.
    Academic Press
    1981.
  • A First Course in Stochastic Processes.
    KARLIN S. & TAYLOR H.
  • Stochastic networks : theory and applications. Royal Statistical Society lecture note series, Oxford
    KELLY F.P., ZACHARY S., and ZIEDINS I., editors.
    1996.
  • Quantum computations: algorithms and error corrections. Russian Math. Surveys, no 6, 1191-1249.
    KITAEV A.Yu.
    1997
  • Introduction to Stochastic Calculus Applied to Finance
    LAMBERTON D. and LAPEYRE B.
    Chapman and Hall
    1996.
  • Randomized Algorithms
    MOTWANI and RAGHAVAN, Introduction to Stochastic Calculus Applied to Finance, Chapman and Hall, 1996.
    Cambridge University Press
    1995.
  • Martingale Methods in Financial Modelling
    MUSIELA M. and RUTKOWSKI M.
    Springer-Verlag
    1997.
  • Quantum Entropy and Its Use. Berlin
    OHYA M. and PETZ D.
    Springer-Verlag
    1993.
  • Stochastic Differential Equations: an introduction with applications
    OKSENDAL B.
    Springer
    1992.
  • Markov Decision Processes.
    PUTERMAN
  • Adventures in Stochastic Processes
    RESNICK S.
    Birkhäuser Verlag
    1994.
  • Continuous Martingales and Brownian Motion
    REVUZ D. and YOR M.
    Springer
    1991.
  • The Fokker-Planck Equation, second ed.
    RISKEN H.
    Springer
    1989.
  • Diffusions, Markov processes, and Martingales, Vol. I (2nd edition)
    ROGERS L.C.G. and WILLIAMS D.
    Wiley
    1994.
  • A First Course in Probability
    ROSS S.
    Prentice-Hall
    1994.
  • Introduction to Probability Models, 4th edition
    ROSS S.M.
    Academic Press
    1989.
  • Stochastic Processes, 2nd edition
    ROSS S.
    Wiley
    1996.
  • A First Course in Probability, 5th Edition.
    SHELDON Ross
  • Quantum computing. Proc. Int. Congr. Math. Vol. I (Berlin, 1998). Doc. Math., Extra vol. I, 467-486
    SHOR P.W.
    1998.
  • Large deviations for performance analysis : queues, communications and computing
    SHWARTZ A. and WEISS A.
    Chapman and Hall
    1995.
  • Introduction to Percolation Theory, second ed.
    STAUFFER D. and AHARONY A.
    Taylor & Francis
    1992.
  • Probability Theory and Combinatorial Optimization, CBMS-NSF Regional Conference Series in Applied Mathematics, SIAM.
    STEELE J.M.
    1997
  • Elementary Probability
    STIRZAKER D.
    Cambridge University Press
    1994.
  • Probabilty Theory: an analytic view
    STROOCK D.W.
    1994.
  • Random Fields: Analysis and Synthesis.
    VANMARCKE E.H.
  • Codes and Cryptography
    WELSH D.J.A.
    Oxford University Press
    1989.
  • Probability with Martingales
    WILLIAMS D.
    Cambridge University Press
    1991.

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