1.
Abaffy, J ; Galántai, A ; Spedicato, E
Quaderni del Dipartimento di, Matematika, Statistica e Informatica e Applicazioni, 1987/14,
Közlemény:2096570 Nyilvános Forrás Egyéb (Kutatási jelentés (közzétett) ) Nyilvános idézők összesen: 10 Független: 3 Függő: 7
Egyéb/Kutatási jelentés (közzétett) (Egyéb)/Tudományos[2096570] [Jóváhagyott]
Független idéző: 3, Függő idéző: 7, Nem vizsgált idéző: 0, Összes idéző: 10
  1. Vespucci M et al. A bibliography on the ABS methods. (1992) OPTIMIZATION METHODS & SOFTWARE 1055-6788 1029-4937 1 273-281
  2. * Spedicato E. A review of ABS algorithms for general linear systems. (1992) OMS 1 171-182
  3. * E Spedicato et al. Solution of linear least squares via the ABS algorithm. (1993) MATHEMATICAL PROGRAMMING 0025-5610 1436-4646 58 1-3 111-136
  4. * E Spedicato et al. Variations on the Gram-Schmidt and the Huang algorithms for linear systems: a numerical study. (1993) APPLICATIONS OF MATHEMATICS 0862-7940 1572-9109 38 2 81-100
  5. * E Spedicato et al. ABS Methods for Nonlinear Optimization. (1994) Megjelent: Algorithms for continous optimization: the State of Art pp. 333-356
  6. * Silvia Nicolaia et al. A bibliography of the ABS methods A bibliography of the ABS methods: The Second International Conferences on ABS Methods.June 1-3, 1995 (Beijing, China). (1997) OPTIMIZATION METHODS & SOFTWARE 1055-6788 1029-4937 8 2 171-183
  7. Zhang Liwei et al. Introduction to ABS Methods in Optimization. (1998) ISBN:7561116497
  8. * Spedicato E et al. ABS algorithms for linear systems and optimization: a review and a bibliography. (2000) Ricerca Operativa 29 38-88
  9. * Galántai A. Projection methods for linear and nonlinear equations. (2003)
  10. S Lalwani et al. AN APPLICATION OF THE ABS LX ALGORITHM TO SCHEDULE MEDICAL RESIDENTS. (2011) JOURNAL OF COMPUTER AND INFORMATION TECHNOLOGY 2161-7112 2 1-24
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