Claims Analysis
Total Claims: 14
Claim 1
Independent Claim
52 words
A binary logic arrangement comprising: a plurality of binary shift registers, each of r binary stages; and feedback means coupled to corresponding stages of all of said registers for providing a separate feedback binary digit to each register as a function of the states of the stages coupled to said feedback means.
Claim 2
Dependent Claim
52 words
A binary logic arrangement comprising: a plurality of binary shift registers, each of r binary stages; and feedback means coupled to corresponding stages of all of said registers for providing a separate feedback binary digit to each register as a function of the states of the stages coupled to said feedback means.
Claim 3
Dependent Claim
40 words
A binary logic arrangement as recited in claim 1 wherein each register stage is settable in a selected initial binary state, and means for clocking said registers'' stages to provide a binary sequence corresponding to a selected nonbinary recurring sequence.
Claim 4
Dependent Claim
32 words
A binary logic arrangement as recited in claim 2 wherein the number of registers is definable as W, W > or = log2p, wherein p is a distinct prime, greater than 2.
Claim 5
Dependent Claim
36 words
A binary logic arrangement as recited in claim 3 wherein the stages of said W registers are settable to selected initial binary states whereby the length of the sequence provided by said arrangement is pr- 1.
Claim 6
Dependent Claim
31 words
A binary logic arrangement as recited in claim 2 wherein the number of registers is definable as W, W > or = log2m, wherein m is an integer greater than 2.
Claim 7
Dependent Claim
140 words
A m-ary linear feedback shift register for providing a recurring sequence, which is analogous to a nonbinary recurring sequence, in binary representation, wherein m is an integer greater than 2, comprising: a plurality of binary shift registers, each of r stages, with corresponding stages in said registers settable to initial binary states which are functions of the initial states of said nonbinary recurring sequence; feedback means coupled to selected stages of said registers, with corresponding stages of said registers being coupled to said feedback means for providing a separate feedback binary digit to each of said registers as a function of the states of the stages connected thereto; and means for clocking said registers whereby each register advances through a sequence of states, with the states of corresponding stages of said registers representing in binary a nonbinary recurring sequence, modulo-m.
Claim 8
Dependent Claim
140 words
A m-ary linear feedback shift register for providing a recurring sequence, which is analogous to a nonbinary recurring sequence, in binary representation, wherein m is an integer greater than 2, comprising: a plurality of binary shift registers, each of r stages, with corresponding stages in said registers settable to initial binary states which are functions of the initial states of said nonbinary recurring sequence; feedback means coupled to selected stages of said registers, with corresponding stages of said registers being coupled to said feedback means for providing a separate feedback binary digit to each of said registers as a function of the states of the stages connected thereto; and means for clocking said registers whereby each register advances through a sequence of states, with the states of corresponding stages of said registers representing in binary a nonbinary recurring sequence, modulo-m.
Claim 9
Dependent Claim
68 words
The arrangement as recited in claim 6 wherein said nonbinary recurring sequence is definable as ak being the sum modulo m of the states of a register, definable as A, of r stages, which are summed modulo-m through nonzero multipliers ci, each stage of register A being capable of assuming any of m states and the feedback binary digits provided by said feedback means representing ak in binary.
Claim 10
Dependent Claim
48 words
The arrangement as recited in claim 7 wherein the number of said binary registers is W, W > or = log2m, and said feedback means is coupled to corresponding stages of said W registers which correspond to stages ak i connected through nonzero multipliers for the modulo-m summation.
Claim 11
Dependent Claim
105 words
The arrangement as recited in claim 6 wherein m p, p being a prime integer and the nonbinary recurring sequence is definable as ak representing the feedbacK digit from a feedback unit which provides the sum modulo-p of the states of a register definable as A of r stages, connected to the feedback unit through r multipliers, selected ones of said multipliers providing nonzero multiplication factors, each stage of the A register being capable of assuming any of p states, and ak being fed back as the input to said A register, with the feedback binary digits from said feedback means representing ak in binary.
Claim 12
Dependent Claim
57 words
The arrangement as recited in claim 9 wherein the number of said binary registers is W, W > or = log2p, and said feedback means is coupled to the stages of each of said W registers which correspond to the stages of said A register which are connected to the feedback unit. Providing ak, through nonzero multipliers.
Claim 13
Independent Claim
172 words
The method of providing a binary representation of a nonbinary recurring sequence of the type providable by a m-ary linear feedback shift register comprising a register A of r states, each stage being capable of assuming any of m states and a feedback unit which provides a feedback digit, definable as ak, which is a function of the states of selected stages connected to the feedback unit through nonzero multipliers, the steps comprising: coding in binary states of said r stages and the ak in said nonbinary recurring sequence which starts from an initial state to which the r stages of said A register are set; providing W binary shift registers, each of r states, corresponding stages of said W registers being set to represent in binary the initial states of the r stages of said A register; and providing a feedback binary digit to each of said W registers as a function of the states of selected stages of said W registers, whereby the feedback binary digits represent ak in binary.
Claim 14
Independent Claim
172 words
The method of providing a binary representation of a nonbinary recurring sequence of the type providable by a m-ary linear feedback shift register comprising a register A of r states, each stage being capable of assuming any of m states and a feedback unit which provides a feedback digit, definable as ak, which is a function of the states of selected stages connected to the feedback unit through nonzero multipliers, the steps comprising: coding in binary states of said r stages and the ak in said nonbinary recurring sequence which starts from an initial state to which the r stages of said A register are set; providing W binary shift registers, each of r states, corresponding stages of said W registers being set to represent in binary the initial states of the r stages of said A register; and providing a feedback binary digit to each of said W registers as a function of the states of selected stages of said W registers, whereby the feedback binary digits represent ak in binary.