Boots – shoes – and leggings
Patent
1989-07-27
1990-12-18
Harkcom, Gary V.
Boots, shoes, and leggings
G06F 750
Patent
active
049791400
ABSTRACT:
A signed digit adder (10) includes a plurality of cells (12) which input signals X.sub.s, X.sub.m, Y.sub.s, Y.sub.m, R.sub.-1 and U.sub.-1, where X.sub.s and X.sub.m are the sign and magnitude bits of one digit of a signed bit representation. Similarly, Y.sub.s and Y.sub.m are the sign and magnitude bits of the second operand. R.sub.-1 and U.sub.-1 are signals received from the preceding cell (12). Each cell outputs R and U bits, and the sum bits Z.sub.s and Z.sub.m. Each cell (12) comprises function blocks (14-26) which determine the outputs from the given inputs. Function block (14) determines the output R as NOT (X.sub.s +Y.sub.s). Function block (20) determines the output U=E.NOT (R.sub.-1)+NOT (E) . NOT (Q) where Q=(NOT (X.sub.s))+NOT (Y.sub.s).X.sub.m. The determination of Q is performed in function block (16). Function block ( 24) determines the output Z.sub.s =U.sub.-1.T and function block (26) determines the output Zm=U.sub.-1 XOR(NOT(T)). T is determined in function block (22)=E XOR (NOT (R.sub.-1)). E is determined in function block (18) as X.sub.m XOR Y.sub.m. Function blocks (14-26) are optimized for speed relative to the temporal validity of the inputs.
REFERENCES:
patent: 3462589 (1969-08-01), Robertson
Metropolis et al., "Significant Digit Computer Arithmetic", IRE Trans. on Electronic Computer, Dec. 1958, pp. 266-267.
Auizienis, "Signed-Digit Number Representations for Fast Parallel Arithmetic", IRE Trans. on Electronic Computer, Sep. 1969, pp. 389-400.
Avizienis, "Binary-Compatible Signed-Digit Arithmetic", Proc. Fall Joint Computer Conference, 1964, pp. 663-672.
Atkins, "Design of the Arithmetic Unit of ILLIAC III: Use of Redundancy and Higher Radix Method", IEEE Trans. on Computer, C-19, No. 8, Aug. 1970, pp. 720-733.
Harata et al., "High Speed Multiplier Using a Redundant Binary Adder Tree", in Proc. IEEE ICCD'84, Oct. 1984, pp. 165-170.
Tung, "Division Algorithm for Signed-Digit Arithmetic", IEEE Trans. on Computers, Sep. 1968, pp. 887-889.
Barndt B. Peter
Comfort James T.
Harkcom Gary V.
Mai Tan V.
Sharp Melvin
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