CONTENTS
INTRODUCTION vii
Stochastic Green's functions 1
By G. ADOMIAN
On the theory of random equations . . . . . . . . 40
By A. T. BHARUCHA-REID
Reynolds operators . . . . . . . . . . 70
By G. C. ROTA
On propagation in random media of discrete scatterers . . . . 8 4
By VICTOR TWERSKY
Wave propagation in a general random continuous medium . . .11 7
By W. C. HOFFMAN
Stochastic equations and wave propagation in random media . . .14 5
By J. B. KELLER
Stochastic transformations and functional equations . . . .171
By RICHARD BELLMAN
The application of stochastic approximation to the optimization of random
circuits 178
By K. B. GRAY
Random walks on lattices . . . . . . . . .19 3
By E. W. MONTROLL
On statistical spectral analysis 221
By EMANUEL PARZEN
Stability in single detection problems . . . . . . . 247
By W. L. ROOT
The construction of a class of stationary Markoff processes . . . 264
By EUGENE WONG
Probability bounds via dynamic programming . . . . . . 277
By DAVID BLACKWELL
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