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Bilinear programming: An exact algorithm. (English) Zbl 0363.90086

MSC:
90C20 Quadratic programming
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[1] E. Balas, ”Intersection Cuts – A new type of cutting planes for integer programming”,Operations Research 19 (1971) 19–39. · Zbl 0219.90035
[2] G. Gallo, ”On Hoang Tui’s concave programming algorithm”, Nota Scientifica S-76-1, Instituto di Scienze dell’Informazione, University of Pisa Italy (1975).
[3] F. Glover, ”Convexity cuts and cut search”,Operations Research 21 (1973) 123–134. · Zbl 0263.90020
[4] B. Grünbaum,Convex polytopes (Wiley, New York, 1967). · Zbl 0163.16603
[5] H. Konno, ”Bilinear programming: Part I. Algorithm for solving bilinear programs”, Tech. Rept. No. 71-9, Stanford University, Stanford, CA (1971).
[6] A. H. Land and S. Powell,Fortran codes for mathematical programming: linear, quadratic and discrete (Wiley, New York, 1973). · Zbl 0278.68036
[7] Hoang Tui, ”Concave programming under linear constraints”,Doklady Akademii Nauk SSR 159 (1964) 32–35. [English translation:Soviet Mathematics 5 (1964) 1437–1440.] · Zbl 0132.40103
[8] P. B. Zwart, ”Nonlinear programming: counterexamples to two global optimization algorithms”,Operations Research 21 (1973) 1260–1266. · Zbl 0274.90049
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