WELL-POSED STOCHASTIC EXTENSIONS OF ILL-POSED LINEAR PROBLEMS

[1] BELLMAN R, 1967, NUMERICAL INVERSION

[2] CEA J, 1965, SEM ANAL NUMERIQUE U, V1, P108

[3] Doob J. L., 1953, STOCHASTIC PROCESSES, V101

[4] DOUGLAS J, 1966, NUMERICAL SOLUTION P, P353

[5] Douglas J, 1960, BOUNDARY PROBLEMS DI, P179

[6] DOUGLAS J, 1960, S NUMERICAL TREATMEN, P269

[7] Franklin J.N., 1968, MATRIX THEORY

[8] GELFAND IM, 1955, DOKL AKAD NAUK SSSR+, V100, P853

[9] GELFAND IM, 1955, MATH REVIEWS 2, V16

[10] SOME APPLICATIONS OF THE PSEUDOINVERSE OF A MATRIX [J]. SIAM REVIEW, 1960, 2 (01) : 15 - 22

[1] BELLMAN R, 1967, NUMERICAL INVERSION

[2] CEA J, 1965, SEM ANAL NUMERIQUE U, V1, P108

[3] Doob J. L., 1953, STOCHASTIC PROCESSES, V101

[4] DOUGLAS J, 1966, NUMERICAL SOLUTION P, P353

[5] Douglas J, 1960, BOUNDARY PROBLEMS DI, P179

[6] DOUGLAS J, 1960, S NUMERICAL TREATMEN, P269

[7] Franklin J.N., 1968, MATRIX THEORY

[8] GELFAND IM, 1955, DOKL AKAD NAUK SSSR+, V100, P853

[9] GELFAND IM, 1955, MATH REVIEWS 2, V16

[10] SOME APPLICATIONS OF THE PSEUDOINVERSE OF A MATRIX [J]. SIAM REVIEW, 1960, 2 (01) : 15 - 22