Claims Analysis
Total Claims: 8
Claim 1
Independent Claim
203 words
In a data processing system having a data input means, a data output means, processing means and storage means, said processing system for operation on a non-empty closed set of symbols, a method for compressing data comprising the steps of: receiving a bounded message via said data input means to said storage means, said bounded message consisting of a number of distinct symbol types; examining said bounded message with said processing means; thereupon selecting with said processing means a symbol set for describing said bounded message, said symbol set consisting of a closed set of unique symbols, each symbol being of multiple bit length, for use in representing said bounded message to a dictionary; counting with said processing means numbers of occurrences of each said symbol found in said bounded message to obtain symbol counts; thereafter determining with said processing means a unique permutation position of said bounded message with respect to all possible permutations of said symbols found in said bounded message; and communicating said symbol counts with reference to said symbols found in said bounded message and said unique permutation position via said data output means as compressed information for use in the dictionary in order to reconstruct the bounded message.
Claim 2
Dependent Claim
203 words
In a data processing system having a data input means, a data output means, processing means and storage means, said processing system for operation on a non-empty closed set of symbols, a method for compressing data comprising the steps of: receiving a bounded message via said data input means to said storage means, said bounded message consisting of a number of distinct symbol types; examining said bounded message with said processing means; thereupon selecting with said processing means a symbol set for describing said bounded message, said symbol set consisting of a closed set of unique symbols, each symbol being of multiple bit length, for use in representing said bounded message to a dictionary; counting with said processing means numbers of occurrences of each said symbol found in said bounded message to obtain symbol counts; thereafter determining with said processing means a unique permutation position of said bounded message with respect to all possible permutations of said symbols found in said bounded message; and communicating said symbol counts with reference to said symbols found in said bounded message and said unique permutation position via said data output means as compressed information for use in the dictionary in order to reconstruct the bounded message.
Claim 3
Dependent Claim
31 words
The method according to claim 1 wherein the number of distinct symbol types is two (i.e., k=2) to produce a binary-valued symbol set comprising data bits of values 1 and 0.
Claim 4
Dependent Claim
52 words
The method according to claim 1 further including, after said counting step, processing said message such that the number of distinct symbol types is equal to the total number of different symbols used in said message and the distinct symbol types are used once and only once in said message (i.e., k=n).
Claim 5
Dependent Claim
181 words
A data processing system, having a data input means and a data output means, for compressing a message built of a non-empty closed set of symbols, said system comprising: means for receiving a bounded message via said data input means, said bounded message consisting of a number of distinct symbol types describable with an alphabet, said alphabet consisting of a closed set of unique symbols, each symbol being of multiple length, said alphabet for use in representing said bounded message to a dictionary; means coupled to said receiving means for identifying numbers of occurrences of each said symbol found in said bounded message to obtain symbol counts; means for mapping said bounded message to a unique permutation position of said bounded message with respect to all possible permutations of said symbols found in said bounded message; and means coupled to said mapping means for communicating said symbol counts with reference to said symbols found in said bounded message and said unique permutation position via said data output means as compressed information for use in the dictionary to reconstruct the bounded message.
Claim 6
Dependent Claim
181 words
A data processing system, having a data input means and a data output means, for compressing a message built of a non-empty closed set of symbols, said system comprising: means for receiving a bounded message via said data input means, said bounded message consisting of a number of distinct symbol types describable with an alphabet, said alphabet consisting of a closed set of unique symbols, each symbol being of multiple length, said alphabet for use in representing said bounded message to a dictionary; means coupled to said receiving means for identifying numbers of occurrences of each said symbol found in said bounded message to obtain symbol counts; means for mapping said bounded message to a unique permutation position of said bounded message with respect to all possible permutations of said symbols found in said bounded message; and means coupled to said mapping means for communicating said symbol counts with reference to said symbols found in said bounded message and said unique permutation position via said data output means as compressed information for use in the dictionary to reconstruct the bounded message.
Claim 7
Dependent Claim
33 words
The system according to claim 4 wherein the number of distinct symbol types is preset to two (i.e., k=2) to produce a binary-valued symbol set comprising data bits of values 1 and 0.
Claim 8
Dependent Claim
56 words
The method according to claim 4 further including means coupled to said numbers identifying means for processing said message such that the number of distinct symbol types is equal to the total number of different symbols used in said message and the distinct symbol types are used once and only once in said message (i.e., k=n).