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This inverse problem can be written as a minimization problem with second-order cone complementarity constraints and a positive semidefinite cone constraint. Applying the duality theory, we ...
In this paper, we present a new approach to constructing schemes for unconstrained convex minimization, which computes approximate solutions with a certain relative accuracy. This approach is based on ...
Marshall, Paul W. "Linear Programming: A Technique for Analyzing Resource Allocation Problems." Harvard Business School Background Note 171-322, January 1971. (Revised November 1975 ...
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