This paper discusses the dual of infinite-variable quadratic minimization (primal) problems from a view point of Golden ratio.
This paper discusses the dual of infinite-variable quadratic minimization (primal) problems from a view point of Golden ratio. We consider two pairs of primal ...
This paper discusses the dual of infinite-variable quadratic minimization (primal) problems from a view point of Golden ratio.
This paper discusses the dual of infinite-variable quadratic minimization (primal) problems from a view point of Golden ratio.
Abstract. This paper considers a sequence of quadratic equations(QEs),which are called Golden quadratic equations. ... Golden complementary dual in quadratic ...
Optimization Problem 50%. 4 Citations (Scopus). 2008. Golden complementary dual in quadratic optimization · Kira, A. & Iwamoto, S., 2008, Modeling Decisions ...
One pair yields the Golden complementary duality: (i) Both the minimum value function and the maximum value function are the identical Golden quadratic. (ii) ...
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Jul 18, 2017 · Informally, the approach is to swap the inf, sup to convert from the primal to the dual. With the Lagrangian above, the primal is P: ...
Missing: Golden | Show results with:Golden
The golden ratio primal-dual algorithm (GRPDA) is a new variant of the classical Arrow--Hurwicz method for solving structured convex optimization problems.
Missing: Complementary | Show results with:Complementary
In this chapter we discuss convex quadratic and quadratically constrained optimization. Our discussion is fairly brief compared to the previous chapters for ...
Missing: Golden | Show results with:Golden