On conditions warranting Φ-subdifferentiability

Author:

Rolewicz S.

Publisher

Springer Berlin Heidelberg

Reference24 articles.

1. J. Borwein, “Multivalued convexity and optimization: a unified approach to inequality constraints”, Mathematical Programming 13 (1973) 183–199.

2. D. Case, “Duality: a symmetric approach from the Economist’s vantage point”, Journal of Economic Theory 7 (1974) 272–295.

3. D. Case, “The Hamiltonian representation of static competitive or efficient allocations”, in: M. Brown, K. Sato and P. Zarembka, eds., Essays in modern capital theory (North-Holland, Amsterdam, 1976).

4. J.S. Cruceanu, “Duality and optimality for convex extremal problems described by inclusions”, Mathematische Operationsforschung und Statistik, Series Optimization, to appear.

5. S. Dolecki, “Semicontinuity in constrained optimization”, Control and Cybernetics 7 (1978). [Part 1.1: Metric spaces, No. 2, 6–16; Part I.b; Normed spaces, No. 3, 18–26; Part II: Optimization, No. 4, 51–68.]

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