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FUNCTIONAL STRUCTURE LSB adder fCD (Σ) RU FOR REASONS term ± 1,2nj f (2n) and ± 1,2mj f (2n) FORMAT 'additional code RU' (OPTIONS RUSSIAN LOGIC)
FUNCTIONAL STRUCTURE LSB adder fCD (Σ) RU FOR REASONS term ± 1,2nj f (2n) and ± 1,2mj f (2n) FORMAT 'additional code RU' (OPTIONS RUSSIAN LOGIC)
. Functional structure Jr. razryadasummatoraf () for specifying the terms [] f (2), and [] f (2) Format "additional code", which includes logical function f () - AND-NO, f () - NOT and f () - NOT in that the structure of the introduced additional logic functions f () - aND-NO, and f () - aND-NO element, wherein the functional linkages of logical functions in the input adder structure made in accordance with the mathematical model vidagde- logic function f () - AND-NO; "==" - logic function f () - NOT .. Functional structure Jr. razryadasummatoraf () arguments for the terms [] f (2), and [] f (2) Format "additional code", which includes logical function f () - and -NOT, f () - NOT and f () - not to the fact that the structure of the introduced additional logic functions f () - OR and f () - OR, wherein the functional linkages of logical functions in the input adder structure made in accordance with mathematical model vidagde- logic function f () - OR .. Functional structure Jr. razryadasummatoraf () arguments for the terms [] f (2), and [] f (2) "Additional format olnitelny code ", which includes logical function f () - NOT and f () - NOT, as well as logical function f () - OR-NO element, wherein the functional output link is the functional input coupling structure for receiving an argument term" Level 1 ", in that the structure of the introduced additional logic functions f () - OR and f () - OR-NO element, wherein the functional connections of logic functions in the input adder structure made in accordance with the mathematical model vidagde- logic function f () - NOR Functional structure .. Jr. razryadasummatoraf () for arg umentov terms [] f (2), and [] f (2) Format "additional code", which includes logical function f (&) - Ð~, wherein the functional
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