Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely: Uncertain information is commonplace in real-world data management scenarios. The ability to represent large sets of possible instances (worlds) while supporting efficient storage and processing is an important challenge in this context. The recent formalism of world-set decompositions (WSDs) provides a space-efficient representation for uncertain data that also supports scalable processing. WSDs are complete for finite world-sets in that they can represent any finite set of possible worlds. For possibly infinite world-sets,  show that a natural generalization of WSDs precisely captures the expressive por of c-tables.  then show that several important problems are efficiently solvable on WSDs while they are NP-hard on c-tables. Finally,  give a polynomial-time algorithm for factorizing WSDs, i.e. an efficient algorithm for minimizing such representations.
['Dan Olteanu', 'Christoph Koch', 'Lyublena Antova']
I am writing a research paper on a idea World-set decompositions: Expressiveness and efficient algorithms
[{"from": "human", "value": "I am writing a research paper on a idea World-set decompositions: Expressiveness and efficient algorithms"}, {"from": "gpt", "value": "Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely: Uncertain information is commonplace in real-world data management scenarios. The ability to represent large sets of possible instances (worlds) while supporting efficient storage and processing is an important challenge in this context. The recent formalism of world-set decompositions (WSDs) provides a space-efficient representation for uncertain data that also supports scalable processing. WSDs are complete for finite world-sets in that they can represent any finite set of possible worlds. For possibly infinite world-sets,  show that a natural generalization of WSDs precisely captures the expressive por of c-tables.  then show that several important problems are efficiently solvable on WSDs while they are NP-hard on c-tables. Finally,  give a polynomial-time algorithm for factorizing WSDs, i.e. an efficient algorithm for minimizing such representations."}]