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klingt.net
klingt.net
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Reducibility Among Combinatorial ProblemsReducibility Among Combinatorial Problems by Richard Karp. The paper contains what's often referred to as Karp's "original 21 NP-complete problems." In many ways, this paper truly motivated the study of NP-completeness by demonstrating its applicability to a wider domain. Very readable.

Reducibility Among Combinatorial Problems by Richard Karp. The paper contains what's often referred to as Karp's "original 21 NP-complete problems." In many ways, this paper truly motivated the study of NP-completeness by demonstrating its applicability to a wider domain. Very readable.

Reducibility Among Combinatorial Problems by Richard Karp. The paper contains what's often referred to as Karp's "original 21 NP-complete problems." In many ways, this paper truly motivated the study of NP-completeness by demonstrating its applicability to a wider domain. Very readable.

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Radu GRIGore
Radu GRIGore
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Reducibility Among Combinatorial Problems by Richard Karp. The paper contains what's often referred to as Karp's "original 21 NP-complete problems." In many ways, this paper truly motivated the study of NP-completeness by demonstrating its applicability to a wider domain. Very readable.

Reducibility Among Combinatorial Problems by Richard Karp. The paper contains what's often referred to as Karp's "original 21 NP-complete problems." In many ways, this paper truly motivated the study of NP-completeness by demonstrating its applicability to a wider domain.

Reducibility Among Combinatorial Problems by Richard Karp. The paper contains what's often referred to as Karp's "original 21 NP-complete problems." In many ways, this paper truly motivated the study of NP-completeness by demonstrating its applicability to a wider domain. Very readable.

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Daniel Apon
Daniel Apon
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Reducibility Among Combinatorial Problems by Richard Karp. The paper contains what's often referred to as Karp's "original 21 NP-complete problems." In many ways, this paper truly motivated the study of NP-completeness by demonstrating its applicability to a wider domain.