Difference Equations with Public Health ApplicationsCRC Press, 22 Sep 2000 - 408 halaman This study of difference equations with public health applications develops the methodology for the solution of the general kth order linear difference equation using the generating function approach. It includes an examination of the dynamics of disease spread and containment in populations using illness-death models. There are over 1000 featured |
Isi
Difference Equations Structure and Function | 1 |
Generating Functions I Inversion Principles | 21 |
Generating Functions II Coefficient Collection | 65 |
Difference Equations Invoking the Generating Functions | 91 |
Difference Equations Variable Coefficients | 145 |
Difference Equations Run Theory | 187 |
Difference Equations Drought Prediction | 215 |
Edisi yang lain - Lihat semua
Difference Equations with Public Health Applications Lemuel A. Moyé,Asha Seth Kapadia Pratinjau terbatas - 2000 |
Difference Equations with Public Health Applications Lemuel A. Moyé,Asha Seth Kapadia Pratinjau tidak tersedia - 2000 |
Istilah dan frasa umum
application Begin Bernoulli trials bigeminy binomial theorem boundary conditions C₂ Chapman-Kolmogorov equations Chapman-Kolmogorov forward equations Chapter clinical trial coefficient collection consider convolution principle death process denominator derivative diseased patients emigration evaluation example expected number failure run length family of difference function approach G₁(s G₂(s Hydrology identify immigration process inadequate water resources indicator function integer inversion of G(s known constants maximum drought length missed visit multinomial theorem nonhomogeneous difference equation number of patients observe occurs with probability order statistics P(t+At P₁ partial differential equation partial fractions patients with disease polynomial probability generating function probability of inadequate proceed public health R₁(n relationship reveals right side run theory runs of length sequence of Bernoulli side of equation simplification sliding tool stochastic processes summation term in equation total number v-we ventricular ventricular tachycardia vs-w weak business run write y₁ y₂ ΣΣ