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Academic Journal

CONSTRUCTING NEW APN FUNCTIONS FROM KNOWN PN FUNCTIONS.

Subjects: NONLINEAR functions; POLYNOMIALS; DATA security

  • Source: International Journal of Foundations of Computer Science; Dec2013, Vol. 24 Issue 8, p1209-1219, 11p

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Academic Journal

TESTING FOR FORBIDDEN POSETS IN ORDERED ROOTED FORESTS.

Subjects: COMPUTATIONAL complexity; POLYNOMIALS; COMPUTER science

  • Source: International Journal of Foundations of Computer Science; Sep2012, Vol. 23 Issue 6, p1405-1417, 13p

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Academic Journal

FINDING CHARACTERISTIC SUBSTRINGS FROM COMPRESSED TEXTS.

Subjects: DATA compression; COMPUTER science; COMPUTER algorithms

  • Source: International Journal of Foundations of Computer Science; Feb2012, Vol. 23 Issue 2, p261-280, 20p, 8 Diagrams

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Academic Journal

BALANCED DENSE POLYNOMIAL MULTIPLICATION ON MULTI-CORES.

Subjects: MULTICORE processors; POLYNOMIALS; MULTIPLICATION

  • Source: International Journal of Foundations of Computer Science; Aug2011, Vol. 22 Issue 5, p1035-1055, 21p

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Academic Journal

P SYSTEMS WITH ACTIVE MEMBRANES WORKING IN POLYNOMIAL SPACE.

Subjects: COMPUTER systems; BIOLOGICAL membranes; COMPUTERS in biology

  • Source: International Journal of Foundations of Computer Science; Jan2011, Vol. 22 Issue 1, p65-73, 9p

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Academic Journal

THE BENFORD-NEWCOMB DISTRIBUTION AND UNAMBIGUOUS CONTEXT-FREE LANGUAGES.

Subjects: COMPUTER science; INTEGER programming; ALGORITHMS

  • Source: International Journal of Foundations of Computer Science; Jun2008, Vol. 19 Issue 3, p717-727, 11p

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Academic Journal

RATIONAL APPROXIMATIONS OF POLYNOMIAL FACTORIAL LANGUAGES.

Subjects: INTEGER programming; MATHEMATICAL programming; POLYNOMIALS

  • Source: International Journal of Foundations of Computer Science; Jun2007, Vol. 18 Issue 3, p655-665, 11p, 2 Diagrams

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Academic Journal

ON HIGHER ARTHUR-MERLIN CLASSES.

Subjects: PROBABILITY theory; POLYNOMIALS; MATHEMATICS

  • Source: International Journal of Foundations of Computer Science; Feb2004, Vol. 15 Issue 1, p3-19, 17p

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Academic Journal

ON THE MINIMAL POLYNOMIAL OF A MATRIX.

Subjects: POLYNOMIALS; MATRICES (Mathematics); MATHEMATICS

  • Source: International Journal of Foundations of Computer Science; Feb2004, Vol. 15 Issue 1, p89-105, 17p

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