Peter Whittle (Wellington, 27 de fevereiro de 1927) é um matemático foi um matemático e estatístico da neozelandês, trabalhando nas áreas de redes estocásticas, análise de séries temporais, otimização estocástica e dinâmica estocástica. De 1967 a 1994, ele foi o Professor de Matemática para Pesquisa Operacional na Universidade de Cambridge.
Whittle, P. (1951). Hypothesis testing in times series analysis. Uppsala: Almqvist & Wiksells Boktryckeri AB
Whittle, P. (1963). Prediction and Regulation. [S.l.]: English Universities Press. ISBN 0-8166-1147-5
Republicado como: Whittle, P. (1983). Prediction and Regulation by Linear Least-Square Methods. [S.l.]: University of Minnesota Press. ISBN 0-8166-1148-3
Whittle, P. (1970). Probability (Library of university mathematics). [S.l.]: Penguin. ISBN 0-14-080085-9
Republicado como: Whittle, P. (1976). Probability. [S.l.]: John Wiley and Sons Ltd. ISBN 0-471-01657-8
Whittle, P. (1971). Optimization Under Constraints. [S.l.]: John Wiley and Sons Ltd. ISBN 0-471-94130-1
Whittle, P. (1982). Optimization Over Time. [S.l.]: John Wiley and Sons Ltd. ISBN 0-471-10120-6
Whittle, P. (1983). Optimization Over Time: Dynamic Programming and Stochastic Control. [S.l.]: John Wiley and Sons Ltd. ISBN 0-471-10496-5
Whittle, P. (1986). Systems in Stochastic Equilibrium. [S.l.]: John Wiley and Sons Ltd. ISBN 0-471-90887-8
Whittle, P. (1990). Risk-Sensitive Optimal Control. [S.l.]: John Wiley and Sons Ltd. ISBN 0-471-92622-1
Whittle, P. (1992). Probability Via Expectation 3rd ed. [S.l.]: Springer Verlag. ISBN 0-387-97758-9
Republicado como: Whittle, P. (2000). Probability Via Expectation 4th ed. [S.l.]: Springer. ISBN 0-387-98955-2
Whittle, P. (1996). Optimal Control: Basics and Beyond. [S.l.]: John Wiley and Sons Ltd. ISBN 0-471-95679-1
Whittle, P. Neural Nets and Chaotic Carriers. [S.l.]: John Wiley and Sons Ltd. ISBN 0-471-98541-4
Whittle, P. (2007). Networks: Optimisation and Evolution. [S.l.]: Cambridge University Press. ISBN 9780521871006
Whittle, P. (1953). «The analysis of multiple stationary time series». Journal of the Royal Statistical Society, Series B. 15 (1): 125–139. JSTOR 2983728
Reimpresso com uma introdução por Matthew Calder e Richard A. Davis como Whittle, P. (1997). «The analysis of multiple stationary time series». In: Samuel Kotz and Norman L. Johnson. Breakthroughs in statistics, Volume III. Col: Springer Series in Statistics: Perspectives in Statistics. New York: Springer-Verlag. pp. 141–169. ISBN 0-387-94988-7