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In this paper we shall consider the existence, uniqueness, and asymptotic behavior of mild solutions to stochastic partial functional differential equations with finite delay r>0: dX(t)=[−AX(t)+f(t, Xt)] dt+g(t, Xt) dW(t), where we assume that −A is a Store Men Nike LunarGlide+4 Gray Blue Green closed, densely defined linear operator and the generator of a certain analytic semigroup. f: (−∞, +∞)×Cα→H, g: (−∞, +∞)×Cα→02(K, H) are two locally Lipschitz continuous functions, where Cα=C([−r, 0], (Aα)), 02(K, H) are two proper infinite dimensional spaces, 0<α<1. Here, W(t) is a given K-valued Wiener process and both H and K are separable Hilbert spaces.
A bit-sliced hardware realization of a CMOVE Architecture microcomputer is proposed. AMD 2900 euqipment is used in most parts of the system, currently under construction. A comparative study of performance of arithmetic operations, between the CMOVE processor and existing microprocessors (Intel 8085, 8086, Motorola 68000 and Zilog 8000) has been conducted **Blue Fluorescent Green Nike Free 5.0 V3 Women** for both single and multiple precision addition and multiplication. CMOVE turned out to be faster, particularly for multiplications at any precision level. In single-byte addition its performance is comparable to Intel 8085, which is even slightly faster than the CMOVE for this case. An extension of the system into a distributed processor with a capability of connection to a large number of peripherals has been proposed.