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E. Boros and V. Gurevich [1996], Perfect graphs are kernel solvable, Discrete Math. 159, 35-55.

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Stable Families of Coalitions and Normal Hypergraphs - Boros, Gurvich, Vasin (1996)   Self-citation (Boros Gurvich)   (Correct)

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E. Boros and V. Gurvich, Perfect graphs are kernel-solvable, Rutcor Research Report 16-1994, To appear in Discrete Mathematics.


A corrected version of the Duchet Kernel Conjecture - Boros, Gurvich (1996)   (1 citation)  Self-citation (Boros Gurvich)   (Correct)

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E. Boros and V. Gurvich (1994) Perfect graphs are kernel-solvable. Rutcor Research Report 16-94, Dimacs Technical Report 94-32, Rutgers University. To appear in Discrete Mathematics.


A corrected version of the Duchet Kernel Conjecture - Boros, Gurvich (1996)   (1 citation)  Self-citation (Boros Gurvich)   (Correct)

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E. Boros and V. Gurvich (1994) Perfect graphs are kernel-solvable. Rutcor Research Report 16-94, Dimacs Technical Report 94-32, Rutgers University. To appear in Discrete Mathematics.


Combinatorial Games: Selected Bibliography with a Succinct.. - Fraenkel (2006)   (2 citations)  (Correct)

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E. Boros and V. Gurevich [1996], Perfect graphs are kernel solvable, Discrete Math. 159, 35-55.


Integer Polyhedra: Combinatorial Properties and Complexity - Sebö (2001)   (Correct)

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E. Boros, V. Gurvich, Perfect graphs are kernel solvable, Discrete Math. (1996), 159, No.1-3, 35-55.

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