Discover a continuous method for solving binary quadratic programming problems. Convert the original problem into an equivalent continuous optimization problem using NCP function. Explore the ...

Discover the power of second-order Mond-Weir type dual problems in solving nondifferentiable continuous programming problems. Explore duality theorems, special cases, and their relationship to ...

Quantum annealing (QA) can be competitive to classical algorithms in optimizing continuous-variable functions when running on appropriate hardware, show researchers from Tokyo Tech. By comparing ...

Quantum annealing (QA) can be competitive to classical algorithms in optimizing continuous-variable functions when running on appropriate hardware, show researchers from Tokyo Tech. By comparing the p ...

We consider one-dimensional (1-D) linear inverse problems that are formulated in the continuous domain. The object of recovery is a function that is assumed to minimize a convex objective functional.

THOMAS VILS PEDERSEN, ENDOMORPHISMS OF THE ALGEBRA OF ABSOLUTELY CONTINUOUS FUNCTIONS AND OF ALGEBRAS OF ANALYTIC FUNCTIONS, Mathematica Scandinavica, Vol. 82, No. 1 (1998), pp. 89-100 ...

It is well-known that solutions to parametric linear or quadratic programs are continuous piecewise affine functions of the parameter. In this paper we prove the converse, i.e. that every continuous ...

Spread the loveTeaching students to identify graphs of continuous functions is an important concept in mathematics. Understanding the continuity of a function can help students make predictions about ...

O Berman, Z Drezner, D Krass, Continuous covering and cooperative covering problems with a general decay function on networks, The Journal of the Operational Research Society, Vol. 64, No. 11 ...