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gptkbp:instanceOf
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gptkb:theoretical_computer_science
gptkb:NP-complete_problem
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gptkbp:application
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combinatorial optimization
cryptography
resource allocation
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gptkbp:complexity
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NP-complete
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gptkbp:estimatedCost
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yes
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gptkbp:field
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gptkb:theoretical_computer_science
gptkb:mathematics
computer science
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gptkbp:firstDescribed
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1974
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gptkbp:generalizes
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partition problem
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gptkbp:hasOptimizationVersion
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yes
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gptkbp:hasReductionFrom
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gptkb:3-SAT
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gptkbp:hasSpecialCase
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gptkb:knapsack_problem
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gptkbp:hasSubgroup
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NP-complete problems
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gptkbp:hasVersion
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yes
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gptkbp:input
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set of integers
target integer
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gptkbp:reduces
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partition problem
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gptkbp:relatedTo
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gptkb:knapsack_problem
partition problem
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gptkbp:solvedBy
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gptkb:meet-in-the-middle_algorithm
dynamic programming
backtracking
pseudo-polynomial time algorithm
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gptkbp:type
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Is there a subset of the given set whose sum is equal to the target integer?
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gptkbp:usedIn
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gptkb:Merkle–Hellman_knapsack_cryptosystem
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gptkbp:bfsParent
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gptkb:NP-completeness
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gptkbp:bfsLayer
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5
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https://www.w3.org/2000/01/rdf-schema#label
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Subset sum problem
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