Claims Analysis
Total Claims: 17
Claim 1
Independent Claim
185 words
In a carry look ahead adder for the addition of two multi digit numbers A 0 , A i . . . A n-1 and B 0 , B 1 . . . B n-1 (0 to n-1 high-to-low order) and an input carry digit C in to generate a multi digit binary sum S 0 , S 1 . . . S n-1 and a carry out digit C out using programmable logic arrays each such programmable logic array including a plurality of multi bit input decoders feeding signals to a product term generating array which in turn feeds signals to a sum of product term generating array that supplies signals to Exclusive-OR circuits providing an Exclusive-OR function of two inputs, the improvement comprising: means feeding like order digits A i , B i of the two multi digit numbers to the same multi bit input decoder; and circuit means in the product term and sum of product term generating arrays to generate a sum digit S i as the output of one of the Exclusive-OR circuits in accordance with the following formula: ##EQU19##
Claim 2
Dependent Claim
185 words
In a carry look ahead adder for the addition of two multi digit numbers A 0 , A i . . . A n-1 and B 0 , B 1 . . . B n-1 (0 to n-1 high-to-low order) and an input carry digit C in to generate a multi digit binary sum S 0 , S 1 . . . S n-1 and a carry out digit C out using programmable logic arrays each such programmable logic array including a plurality of multi bit input decoders feeding signals to a product term generating array which in turn feeds signals to a sum of product term generating array that supplies signals to Exclusive-OR circuits providing an Exclusive-OR function of two inputs, the improvement comprising: means feeding like order digits A i , B i of the two multi digit numbers to the same multi bit input decoder; and circuit means in the product term and sum of product term generating arrays to generate a sum digit S i as the output of one of the Exclusive-OR circuits in accordance with the following formula: ##EQU19##
Claim 3
Dependent Claim
185 words
In a carry look ahead adder for the addition of two multi digit numbers A 0 , A 1 . . . A n-1 and B 0 , B 1 . . . B n-1 (0 to n-1 high-to-low order) and an input carry digit C in to generate a multi digit binary sum S 0 , S 1 . . . S n-1 and a carry out digit C out using programmable logic arrays each such programmable logic array including a plurality of multi bit input decoders feeding signals to a product term generating array which in turn feeds signals to a sum of product term generating array that supplies signals to Exclusive-OR circuits providing an Exclusive-OR function of two inputs, the improvement comprising, means feeding like order digits A i , B i of the two multi digit numbers to the same multi bit input decoder; and circuit means in the product term and sum of product term generating arrays to generate a sum digit S i as the output of one of the Exclusive-OR circuits in accordance with the following formula: ##EQU20##
Claim 4
Dependent Claim
185 words
In a carry look ahead adder for the addition of two multi digit numbers A 0 , A 1 . . . A n-1 and B 0 , B 1 . . . B n-1 (0 to n-1 high-to-low order) and an input carry digit C in to generate a multi digit binary sum S 0 , S 1 . . . S n-1 and a carry out digit C out using programmable logic arrays each such programmable logic array including a plurality of multi bit input decoders feeding signals to a product term generating array which in turn feeds signals to a sum of product term generating array that supplies signals to Exclusive-OR circuits providing an Exclusive-OR function of two inputs, the improvement comprising, means feeding like order digits A i , B i of the two multi digit numbers to the same multi bit input decoder; and circuit means in the product term and sum of product term generating arrays to generate a sum digit S i as the output of one of the Exclusive-OR circuits in accordance with the following formula: ##EQU20##
Claim 5
Dependent Claim
187 words
In a carry look ahead adder for the addition of two multi digit numbers A 0 , A 1 . . . A n-1 and B 0 , B 1 . . . B n-1 (0 to n-1 high-to-low order) and an input carry digit C in to generate a multi digit binary sum S 0 , S 1 , . . . B n-1 and a carry out digit C out using programmable logic arrays each such programmable logic array including a plurality of two bit input decoders feeding signals to a product term generating array which in turn feeds signals to a sum of product term generating array that supplies signals to Exclusive-OR circuits providing an Exclusive-OR function of two inputs, the improvement comprising: means feeding like order digits A i B i of the two multi digit numbers to the same two bit input decoder; and circuit means in the product term and sum of product term generating arrays to generate an intermediate order sum digit S i as the output of one of the Exclusive-OR circuits in accordance with the following formula: ##EQU21##
Claim 6
Dependent Claim
187 words
In a carry look ahead adder for the addition of two multi digit numbers A 0 , A 1 . . . A n-1 and B 0 , B 1 . . . B n-1 (0 to n-1 high-to-low order) and an input carry digit C in to generate a multi digit binary sum S 0 , S 1 , . . . B n-1 and a carry out digit C out using programmable logic arrays each such programmable logic array including a plurality of two bit input decoders feeding signals to a product term generating array which in turn feeds signals to a sum of product term generating array that supplies signals to Exclusive-OR circuits providing an Exclusive-OR function of two inputs, the improvement comprising: means feeding like order digits A i B i of the two multi digit numbers to the same two bit input decoder; and circuit means in the product term and sum of product term generating arrays to generate an intermediate order sum digit S i as the output of one of the Exclusive-OR circuits in accordance with the following formula: ##EQU21##
Claim 7
Dependent Claim
187 words
In a carry look ahead adder for the addition of two multi digit numbers A 0 , A 1 . . . A n-1 and B 0 , B 1 . . . B n-1 (0 to n-1 high-to-low order) and an input carry digit C in to generate a multi digit binary sum S 0 , S 1 . . . S n-1 and a carry out digit C out using programmable logic arrays each such programmable logic array including a plurality of two bit input decoders feeding signals to a product term generating array which in turn feeds signals to a sum of product term generating array that supplies signals to Exclusive-OR circuits providing an Exclusive-OR function of two inputs, the improvement comprising: means feeding like order digits A i , B i of the two multi digit numbers to the same two bit input decoder; and circuit means in the product term and sum of product term generating arrays to generate any intermediate order sum digit S i as the output of one of the Exclusive-OR circuits in accordance with the following formula: ##EQU22##
Claim 8
Dependent Claim
187 words
In a carry look ahead adder for the addition of two multi digit numbers A 0 , A 1 . . . A n-1 and B 0 , B 1 . . . B n-1 (0 to n-1 high-to-low order) and an input carry digit C in to generate a multi digit binary sum S 0 , S 1 . . . S n-1 and a carry out digit C out using programmable logic arrays each such programmable logic array including a plurality of two bit input decoders feeding signals to a product term generating array which in turn feeds signals to a sum of product term generating array that supplies signals to Exclusive-OR circuits providing an Exclusive-OR function of two inputs, the improvement comprising: means feeding like order digits A i , B i of the two multi digit numbers to the same two bit input decoder; and circuit means in the product term and sum of product term generating arrays to generate any intermediate order sum digit S i as the output of one of the Exclusive-OR circuits in accordance with the following formula: ##EQU22##
Claim 9
Dependent Claim
30 words
The adder of claim 3 or 4 including circuit means in the product term and sum of product term arrays to generate any intermediate carry C i according to: ##EQU23##
Claim 10
Dependent Claim
30 words
The adder of claim 3 or 4 including circuit means in the product term and sum of product term arrays to generate any intermediate carry C i according to: ##EQU24##
Claim 11
Dependent Claim
33 words
The adder of claim 3 or 4 including circuit means in the product term and sum of product term arrays and exclusive OR circuits generating an output carry C out equal to: ##EQU25##
Claim 12
Dependent Claim
33 words
The adder of claim 3 or 4 including circuit means in the product term and sum of product term arrays and exclusive OR circuits generating an output carry C out equal to: ##EQU26##
Claim 13
Dependent Claim
40 words
The adder of claim 3 or 4 including circuit means in the product term and sum of product term arrays and exclusive OR circuits to generate succeeding sum bits S j from any intermediate carry C j+1 as follows: ##EQU27##
Claim 14
Dependent Claim
40 words
The adder of claim 3 or 4 including circuit means in the product term and sum of product term arrays and exclusive OR circuits to generate succeeding sum bits S j from any intermediate carry C j+l as follows: ##EQU28##
Claim 15
Dependent Claim
61 words
The adder of claim 3 or 4 including circuit means in the product term and sum of product term arrays for generating any particular intermediate string of sum bits S n-l-k , . . . S n-l-1 having a length set by formula: l=K.sup.2 +K-3 where l=the number of low-order bits preceding said string, K=the number of bits in said string.
Claim 16
Dependent Claim
41 words
The carry look ahead adder of claim 3 or 4 including circuit means in the product term and sum of product term arrays and exclusive OR circuits generating the low-order carry and sum digits in accordance with the following formulas: ##EQU29##
Claim 17
Dependent Claim
41 words
The carry look ahead adder of claim 3 or 4 including circuit means in the product term and sum of product term arrays and exclusive OR circuits generating the low-order carry and sum digits in accordance with the following formulas: ##EQU30##