List of Richard F. Green’s Papers [Preliminary versions of published papers are in brackets] Foraging Papers ● [Green, Richard F. 1979. Bayesian birds: a simple example of Oaten's stochastic model of optimal foraging. University of California Riverside, Department of Statistics, Technical Report No. 50.] Link ​ ● Green, Richard F. 1979. Functional response and the effect of a Bayesian predator on prey distribution. University of California Riverside, Department of Statistics, Technical Report No. 56. Link ● Green, Richard F. 1980. Bayesian birds: a simple example of Oaten's stochastic model of optimal foraging. Theoretical Population Biology 18:244-256. ● Green, Richard F. 1981. Optimal foraging and functional response. Unpublished manuscript. Link ​ ● [Green, Richard F. 1982. What should optimal foragers maximize? A response to Templeton and Lawlor. (My manuscript that was one of the bases for the Gilliam, Green and Pearson (1982) paper)] ● Gilliam, J. F., Green, Richard F. and Pearson, N. E. 1982. The fallacy of the traffic policeman: a response to Templeton and Lawlor. American Naturalist 119:875-878. ● Green, Richard F., Nunez, Adeline Taylor and Kacelnik, Alejandro. 1984. Central-Place Foraging in a Stochastic Environment: A Multiple-Prey Loader. Unpublished manuscript. Link ​ ● Green, Richard F. Stopping rules for optimal foragers. American Naturalist 123:30-43. ● Green, Richard F. 1985. An interdisciplinary approach to foraging behavior. Behavioral and Brain Sciences 8:338. [Commentary] ● Green, Richard F. and Nunez, A. T. 1986. Central-place foraging in a patchy environment. Theoretical Population Biology 123:35-43. ● Green, Richard F. 1986. The use of information by risk-sensitive foragers. University of Minnesota Duluth, Department of Computer Science, Mathematics and Statistics, Technical Report 86-11. Link ​ ● Green, Richard F. 1987. A stochastic model of optimal foraging: systematic search for negative-binomially distributed prey. University of Minnesota Duluth, Department of Computer Science, Mathematics and Statistics, Technical Report 87-2. Link ​ ● Green, Richard F. 1987. The giving-up-time rule as a strategy for animals foraging systematically in a patchy environment. University of Minnesota Duluth, Department of Computer Science, Mathematics and Statistics, Technical Report 87-3. Link ​ ● Green, Richard F. 1987. Optimal foraging in patches, each of which contains the same number of prey. University of Minnesota Duluth, Department of Computer Science, Mathematics and Statistics, Technical Report 87-4. Link ​ ● Green, Richard F. 1987. A view of foraging theory. Ecology 68(5):1559-1560. [A review of Foraging Theory by D. W. Stephens and J. R. Krebs] ● Green, Richard F. 1987. Stochastic models of optimal foraging. Pp. 273-302 in Foraging Behavior (A.C. Kamil, J.R. Krebs and H. R. Pulliam, eds.), Plenum Press, New York. 1 ● Green, Richard F. 1988. Optimal foraging and pessimal foraging, or the optimal avoidance of predators. University of Minnesota Duluth, Department of Computer Science, Mathematics and Statistics, Technical Report 88-1. Link ​ ● Green, Richard F. 1988. Optimal foraging for patchily distributed prey: random search. University of Minnesota Duluth, Department of Computer Science, Mathematics and Statistics, Technical Report 88-2. Link ​ ● Green, Richard F. 1988. Optimal foraging in Bernoulli patches which are of two types. University of Minnesota Duluth, Department of Mathematics and Statistics, Technical Report 88-4. Link ​ ● Green, Richard F. 1988. Population consequences of foraging behavior. NSF proposal. ● Green, Richard F. 1989. The effect of foraging behavior on the stability of a predator-prey model. Poster presented at the Ecological Society of America meeting in Toronto. Link ​ ● [Green, Richard F. 1989. Putting ecology back into optimal foraging theory. University of Minnesota Duluth, Department of Mathematics and Statistics, Technical Report 89-11.] Link ​ ● Green, Richard F. 1989. A comment on optimal foraging theory. Unpublished manuscript. Link ​ ● Green, Richard F. 1990. Putting Ecology back into optimal foraging theory. Comments on Theoretical Biology 1(6):387-410. ● Green, Richard F. 1990. Can optimal foraging stabilize a predator-prey system? University of Minnesota Duluth, Department of Mathematics and Statistics, Technical Report 90-13. Link ​ ● [Ayal, Yoram and Green, Richard F. 1991. Optimal egg distribution among host patches for parasitoids subject to attach by hyperparasitoids. University of Minnesota Duluth, Department of Mathematics and Statistics, Technical Report 91-8.] Link ​ ● Ayal, Yoram. and Green, Richard F. 1993. Optimal egg distribution among host patches for parasitoids subject to attack by hyperparasitoids. American Naturalist 141:120-138. ● Green, Richard F. 1993. Can ethology help make optimal foraging theory more realistic and useful? University of Minnesota Duluth, Department of Mathematics and Statistics, Technical Report 93-9. Link ​ ● Wildhaver, M. L., Green, Richard F. and Crowder, L. B. 1994. Bluegills continuously update patch giving-up times based on foraging experience. Animal Behaviour 47:501-513. ● [Green, Richard F. and Ayal, Yoram. 1997. A simple Markov model for the assessment of host patch quality by foraging parasitoids. University of Minnesota Duluth, Department of Mathematics and Statistics, Technical Report 1997-1.] Link ​ ● Green, Richard F. and Ayal, Yoram. 1998. A simple Markov model for the assessment of host patch quality by foraging parasitoids. Oecologia 116:456-466. ● Green, Richard F. 2004. Feeding, optimal foraging and Bayesian foraging. University of Minnesota Duluth, Department of Mathematics and Statistics, Technical Report 2004-1. Link ​ ● [Green, Richard F. 2004. A simpler, more general method of finding the optimal foraging strategy for Bayesian birds. University of Minnesota Duluth, Department of Mathematics and Statistics, Technical Report 2004-9.] Link ​ ● Green, Richard F. 2005. Essays on optimal foraging theory: 1. The first two papers (1966). Unpublished manuscript. Link ​ ● McNamara, J. M., Green, Richard F. and Olsson, O. 2006. Bayes' theorem and its applications in animal behavior. Oikos 112:243-251. ● Green, Richard F. 2006. A simpler, more general method of finding the optimal foraging strategy for Bayesian birds. Oikos 112:274-284. ● Green, Richard F. 2007. An example of parasitoid foraging: Torymus capite (Huber; Hymenoptera: Torymidae [Chalcidoidea]) attacking the goldenrod gall-midge Asteromyia carbonifera (O. S.; Diptera: Cecidonyiidae). University of Minnesota Duluth, Department of Mathematics and Statistics, Technical Report 2007-2. Link ​ 2 ● Green, Richard F. 2007. The future of optimal foraging theory -- in 1990. Unpublished manuscript. Link ● Pierre, J. S. and Green, Richard F. 2008. A Bayesian approach to optimal foraging in parasitoids. Pp. 357-383 in Behavioral Ecology of Insect Parasitoids: From Theoretical Approaches to Field Applications. (E. Wajnberg, C. Bernstein and J. van Alphen, eds.) Blackwell, Oxford. Parasitoid Sex Ratios Papers ● Green, Richard F. 1980. Three comments on the sex ratio in arrhenotokous animals. University of California Riverside, Department of Statistics, Technical Report No. 65. Link ​ ● Green, Richard F. 1980. Optimization of the sex ratio when family size and sex ratio can vary. University of California Riverside, Department of Statistics, Technical Report No. 66. Link ​ ● Green, Richard F. 1982. Optimal foraging and sex ratio in parasitic wasps. Journal of Theoretical Biology 95:43-48. ● Green, Richard F., Gordh, G. and Hawkins, B.A. 1982. Precise sex ratios in highly inbred parasitic wasps. American Naturalist 120:653-665. ● Green, Richard F. 2007. A comment on sex ratios in partially inbred parasitic wasps. Unpublished manuscript. Link ​ ● Green, Richard F. 2008. How much does it cost a parasitoid to be unmated? University of Minnesota Duluth, Department of Mathematics and Statistics, Technical Report 2008-4. Link ​ ● Green, Richard F. 2009. A short note summarizing the problems involving local mate competition, the host quality effect and constrained oviposition in parasitic wasps. Unpublished manuscript. Link Statistics Papers ● Green, Richard F. 1972. The maximum of a Poisson process. Unpublished manuscript. (This was written to be part of my dissertation, but it was left out.) Link ​ ● Green, Richard F. 1973. Outlier-prone distributions. Unpublished Ph. D. dissertation. Link ​ ● Green, Richard F. 1974. A note on outlier-prone families of distributions. Annals of Statistics 2:1293-1295. ● [Green, Richard F. 1975. Outlier-prone and outlier-resistant distributions. University of California Riverside, Department of Statistics, Technical Report No. 22.] Link ​ ● Green, Richard F. 1975. Partial attraction of maxima. University of California Riverside, Department of Statistics, Technical Report No. 23. Link ​ ● Green, Richard F. 1975. Consistent estimation based on extremes. University of California Riverside, Department of Statistics, Technical Report No. 25. Link ​ ● Green, Richard F. 1976. Partial attraction of maxima. Journal of Applied Probability 12:159-163. [Correction. JAP 14:897.] ● Green, Richard F. 1976. Outlier-prone and outlier-resistant distributions. Journal of the American Statistical Association 71:502-505. ● Green, Richard F. 1980. The cannibals' urn. Unpublished manuscript. Link ​ ● Green, Richard F. 1985. Outlier-prone distributions. In Encyclopedia of Statistical Sciences, Vol. 6. (S. Kotz and N. L. Johnson, eds.) ● Green, Richard F. 1986.