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Results: 1-17 |
Results: 17
ON THE COMPLEXITY OF NEGATION-LIMITED BOOLEAN NETWORKS
Authors: BEALS R NISHINO T TANAKA K
Citation: R. Beals et al., ON THE COMPLEXITY OF NEGATION-LIMITED BOOLEAN NETWORKS, SIAM journal on computing, 27(5), 1998, pp. 1334-1347
A DIRAC SEA AND THERMODYNAMIC-EQUILIBRIUM FOR THE QUANTIZED 3-WAVE INTERACTION
Authors: BEALS R SATTINGER D WILLIAMS E
Citation: R. Beals et al., A DIRAC SEA AND THERMODYNAMIC-EQUILIBRIUM FOR THE QUANTIZED 3-WAVE INTERACTION, Journal of mathematical physics, 39(1), 1998, pp. 1-29
A FUNCTIONAL-CALCULUS ON THE HEISENBERG-GROUP AND THE BOUNDARY-LAYER POTENTIAL SQUARE(-1)(-DERIVATIVE-NEUMANN PROBLEM() FOR THE PARTIAL)
Authors: BEALS R GREINER PC JIANG YP SECO L
Citation: R. Beals et al., A FUNCTIONAL-CALCULUS ON THE HEISENBERG-GROUP AND THE BOUNDARY-LAYER POTENTIAL SQUARE(-1)(-DERIVATIVE-NEUMANN PROBLEM() FOR THE PARTIAL), Journal of functional analysis, 155(1), 1998, pp. 205-228
UNIFORMS HYPOELLIPTIC GREENS-FUNCTIONS
Authors: BEALS R GAVEAU B GREINER P
Citation: R. Beals et al., UNIFORMS HYPOELLIPTIC GREENS-FUNCTIONS, Journal de mathematiques pures et appliquees, 77(3), 1998, pp. 209-248
EQUIVALENCE OF BINARY AND TERNARY ALGEBRAIC DECISION TREES
Authors: BEALS R
Citation: R. Beals, EQUIVALENCE OF BINARY AND TERNARY ALGEBRAIC DECISION TREES, Algorithmica, 18(4), 1997, pp. 521-523
COMPLEX HAMILTONIAN-MECHANICS AND PARAMETRICES FOR SUBELLIPTIC LAPLACIANS .3.
Authors: BEALS R GAVEAU B GREINER PC
Citation: R. Beals et al., COMPLEX HAMILTONIAN-MECHANICS AND PARAMETRICES FOR SUBELLIPTIC LAPLACIANS .3., Bulletin des sciences mathematiques, 121(3), 1997, pp. 195-259
COMPLEX HAMILTONIAN-MECHANICS AND PARAMETRICES FOR SUBELLIPTIC LAPLACIANS .2.
Authors: BEALS R GAVEAU B GREINER PC
Citation: R. Beals et al., COMPLEX HAMILTONIAN-MECHANICS AND PARAMETRICES FOR SUBELLIPTIC LAPLACIANS .2., Bulletin des sciences mathematiques, 121(2), 1997, pp. 97-149
COMPLEX HAMILTONIAN-MECHANICS AND PARAMETRICES FOR SUBELLIPTIC LAPLACIANS .1.
Authors: BEALS R GAVEAU B GREINER PC
Citation: R. Beals et al., COMPLEX HAMILTONIAN-MECHANICS AND PARAMETRICES FOR SUBELLIPTIC LAPLACIANS .1., Bulletin des sciences mathematiques, 121(1), 1997, pp. 1-36
A MICROMODEL FOR ALUMINUM-SILICON ALLOYS
Authors: VIJAYARAGHAVAN R PALLE N BOILEAU J ZINDEL J BEALS R BRADLEY F
Citation: R. Vijayaraghavan et al., A MICROMODEL FOR ALUMINUM-SILICON ALLOYS, Scripta materialia, 35(7), 1996, pp. 861-867
ON A GEOMETRIC FORMULA FOR THE FUNDAMENTAL SOLUTION OF SUBELLIPTIC LAPLACIANS
Authors: BEALS R GAVEAU B GREINER P
Citation: R. Beals et al., ON A GEOMETRIC FORMULA FOR THE FUNDAMENTAL SOLUTION OF SUBELLIPTIC LAPLACIANS, Mathematische Nachrichten, 181, 1996, pp. 81-163
NEGATION-LIMITED CIRCUIT COMPLEXITY OF SYMMETRICAL FUNCTIONS
Authors: TANAKA K NISHINO T BEALS R
Citation: K. Tanaka et al., NEGATION-LIMITED CIRCUIT COMPLEXITY OF SYMMETRICAL FUNCTIONS, Information processing letters, 59(5), 1996, pp. 273-279
THE GREEN-FUNCTION OF MODEL STEP-2 HYPOELLIPTIC-OPERATORS AND THE ANALYSIS OF CERTAIN TANGENTIAL CAUCHY-RIEMANN COMPLEXES
Authors: BEALS R GAVEAU B GREINER P
Citation: R. Beals et al., THE GREEN-FUNCTION OF MODEL STEP-2 HYPOELLIPTIC-OPERATORS AND THE ANALYSIS OF CERTAIN TANGENTIAL CAUCHY-RIEMANN COMPLEXES, Advances in mathematics, 121(2), 1996, pp. 288-345
THE INVERSE BOUNDARY-PROBLEM FOR THE RAYLEIGH SYSTEM
Authors: BEALS R HENKIN GM NOVIKOVA NN
Citation: R. Beals et al., THE INVERSE BOUNDARY-PROBLEM FOR THE RAYLEIGH SYSTEM, Journal of mathematical physics, 36(12), 1995, pp. 6688-6708
PRIORITY-QUEUES AND PERMUTATIONS
Authors: ATKINSON MD BEALS R
Citation: Md. Atkinson et R. Beals, PRIORITY-QUEUES AND PERMUTATIONS, SIAM journal on computing, 23(6), 1994, pp. 1225-1230
THE INVERSE SCATTERING METHOD AND SYSTEMS OF EQUATIONS QXY = F(Q,QY)
Authors: BEALS R NOVIKOV RG
Citation: R. Beals et Rg. Novikov, THE INVERSE SCATTERING METHOD AND SYSTEMS OF EQUATIONS QXY = F(Q,QY), Studies in applied mathematics, 92(3), 1994, pp. 201-212
INTEGRABLE SYSTEMS AND ISOMONODROMY DEFORMATIONS
Authors: BEALS R SATTINGER DH
Citation: R. Beals et Dh. Sattinger, INTEGRABLE SYSTEMS AND ISOMONODROMY DEFORMATIONS, Physica. D, 65(1-2), 1993, pp. 17-47
THE FOUNDATIONS OF ORDINAL FACTOR-ANALYSIS - AFFINE AND SPHERICAL GEOMETRIES INDUCED BY A COLLECTION OF WEAK ORDERS
Authors: BEALS R KRANTZ DH
Citation: R. Beals et Dh. Krantz, THE FOUNDATIONS OF ORDINAL FACTOR-ANALYSIS - AFFINE AND SPHERICAL GEOMETRIES INDUCED BY A COLLECTION OF WEAK ORDERS, Journal of mathematical psychology, 37(2), 1993, pp. 157-199
Risultati: 1-17 |