DEPENDENCIES OF SUBSTITUTION STEPS NUMBER ON HAMMING DISTANCE ARE IDENTICAL FOR ONE-PARAMETER DISCRETE MODELS OF BOTH DIRECT AND PARALLEL GENETIC DIVERSITY
My. Shchelkanov et al., DEPENDENCIES OF SUBSTITUTION STEPS NUMBER ON HAMMING DISTANCE ARE IDENTICAL FOR ONE-PARAMETER DISCRETE MODELS OF BOTH DIRECT AND PARALLEL GENETIC DIVERSITY, Journal of biomolecular structure & dynamics, 16(1), 1998, pp. 133-138
With the help of previously introduced enumeration procedure (M.Yu. Sh
chelkanov, A.N. Yudin, A.V Antonov, N.S. Starikov, A.A. Vedenov, E.V.
Karamov, J. Biomol. Struct. Dyn. 15, 217-229 (1997)) and probability d
istribution function for the enumeration after some substitution steps
(M.Yu. Shchelkanov, L.A. Soinov, V.V. Zalunin, D.A. Gumennyi, A.N. Yu
din, A.A. Natan, V.B. Kireev, E.V. Karamov, J. Biomol. Struct. Dyn 15,
N 4, (1998)) we have demonstrated that dependencies of replication ac
ts number on Hamming distance are identical for one-parameter discrete
models of both direct and parallel genetic diversity.