Keywords
population genetics
numerical methods
Biomatemáticas
genética de poblaciones
métodos numéricos
How to Cite
Abstract
The main goal of the present work is to show a paralellism between the equations in Physics and Mathematics, and some problems generated in another branch which could be called Mathematical Biology. The article is divided in two parts; in the first one we discuss a behavior problem of a population disseminated in a certain area, and in the second part we try to develop numerical methods in continuous integrals, solution of problems of that type.
References
Feller W, (1950) An Introduction to Probability Theory and its Applications. Wiley, New York.
Karlin, S.; Taylor, H.M. (1975) Basic Stochastic Processes Theory. Academic Press, New York
Moran, P. (1973) Statisticheskie Protsessy Evulyutsionnoi Teorii. Moscú, Nauka.
Ito, K. (1960) Veroyatnostnye Protsessy, Vyp. I, II, trad. del Japonés por Ventsel, A. y Dynkin, E., IL, Moscú.
Strook, D.; Varadham, R.S. (1969) “Diffusion processes with continuous coefficients 1, 2”, Communs. Pure and Appl. Math. 22: 345–400, 479–530.
Trotter, H.F. (1959) “On the product of semi-groups of operators”, Proc. Am. Math. Soc. 10(4): 545–551.
Kac, M. (1951) “On some connections between probability and integral equations”, Proc. 2nd Berkeley Sympos. Math. Stat. and Probab., Berkeley: 189–215.