KORBX
From NEOS
Linear Programming, Interior-Point Methods
KORBX solves linear programming problems by using a variety of interior-point methods. Features include
- Dual and Primal-Dual Cholesky Solvers (for maximum performance across a wide range of problem sizes and structures)
- Dual Conjugate Gradient Solver (for the largest, most complex linear programming problems)
- Linear Equation Solver (for additional building block value for sparse matrix computation)
KORBX also include a Separable Quadratic Solver, which can be used as a building block for solving nonlinear programming problems.
A subroutine callable library for even more efficiency and flexibility.
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Hardware Requirements:
Available for a wide variety of platforms, including Sun, DEC, HP, Convex, Cray, IBM machines.
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Need more info?
Contact: AT&T Advanced Decision Support System 101 Crawfords Corner Rd., Holmdel, NJ 07733 Fax: (908) 949-9073
