An algorithm for quadratic programmingFirst page of articledoi:10.1002/nav.3800030109Marguerite FrankPrinceton UniversityPhilip WolfeUnder contract with the Office of Naval Research.John Wiley And Sons, Inc.Naval Research Logistics Quarterly
Off-line mp-QP algorithm Based on the results of 3 Background on mp-QP, 4 Characterization of the partition, 5 Degeneracy in mp-QP, we finally present an efficient algorithm for the computation of the solution to the mp-QP , . Generally, there exist active sets which are not optimal an...
E.L. Lawler The quadratic assignment problem Management Science, 9 (1963), pp. 586-599 CrossrefGoogle Scholar 21. R. Lazimy Mixed-integer quadratic programming Mathematical Programming, 22 (1982), pp. 332-349 View in ScopusGoogle Scholar 22. R. Lazimy Improved algorithm for mixed-integer ...
We present computational experience with an interior-point algorithm for large-scale quadratic programming problems with box constraints. The algorithm requires a total ofO(√nL) number of iterations, whereLis the size of the input data of the problem, andO(n3) arithmetic operations per iteration. ...
(2005) An evolutionary algorithm for the binary quadratic problems. Adv. Soft Comput. 2: pp. 3-16BORGULYA I. An evolutionary algorithm for the unconstrained binary quadratic problems[C]/ / Advances in Soft Computing,2005: 3-16.BORGULYA I.An evolutionary algorithm for the unconstrained binary ...
In this webinar, you will learn how MATLAB can be used to solve optimization problems using an example quadratic optimization problem and the symbolic math tools in MATLAB.
PE Gill,W Murray,MA Saunders - Society for Industrial and Applied Mathematics 被引量: 4219发表: 2002年 SNOPT: An SQP algorithm for large-scale constrained optimization Sequential quadratic programming (SQP) methods have proved highly effective for solving constrained optimization problems with smooth no...
Formulating an optimization problem in MATLAB Speeding up gradient calculations using Symbolic Math Toolbox™ Scaling up to a large-scale, constrained quadratic programming problem View the Example code here. About the Presenter:Seth DeLand is product marketing manager for the MATLAB optimization pro...
Suppose pp is an odd prime and aa is a quadratic residue modulo pp. Cipolla's algorithm shows that b:=x(p+1)/2mod(x2−tx+a)b:=x(p+1)/2mod(x2−tx+a) such that b2=ab2=a for some irreducible polynomial x2−tx+a∈Fp[x]x2−tx+a∈Fp[x]. I don't know how to ...
Mathematical Programming Submit manuscript M. Paul Laiu & André L. Tits 412 Accesses Explore all metrics Abstract A framework is proposed for solving general convex quadratic programs (CQPs) from an infeasible starting point by invoking an existing feasible-start algorithm tailored for inequality-...