Options were first traded on an exchange on 26^th April 1973.What are options? The option gives the holder the right to trade inthe future at a previously agreed price but takes away the obliga-tion. So if the stock f...Options were first traded on an exchange on 26^th April 1973.What are options? The option gives the holder the right to trade inthe future at a previously agreed price but takes away the obliga-tion. So if the stock falls, we do not have to buy it after all. A calloption is the right to buy a particular asset for an agreed amount ata specified time in the future. As an example,展开更多
This paper presents a new trust-region algorithm for n-dimension nonlinear optimization subject to m nonlinear inequality constraints. Equivalent KKT conditions are derived, which is the basis for constructing the new...This paper presents a new trust-region algorithm for n-dimension nonlinear optimization subject to m nonlinear inequality constraints. Equivalent KKT conditions are derived, which is the basis for constructing the new algorithm. Global convergence of the algorithm to a first-order KKT point is established under mild conditions on the trial steps, local quadratic convergence theorem is proved for nondegenerate minimizer point. Numerical experiment is presented to show the effectiveness of our approach.展开更多
文摘Options were first traded on an exchange on 26^th April 1973.What are options? The option gives the holder the right to trade inthe future at a previously agreed price but takes away the obliga-tion. So if the stock falls, we do not have to buy it after all. A calloption is the right to buy a particular asset for an agreed amount ata specified time in the future. As an example,
基金the Scientific Research Foundation of Hunan Provincial Education Department, No. 02B021, and the National Natural Science Foundation of China, No. 10171008.
文摘This paper presents a new trust-region algorithm for n-dimension nonlinear optimization subject to m nonlinear inequality constraints. Equivalent KKT conditions are derived, which is the basis for constructing the new algorithm. Global convergence of the algorithm to a first-order KKT point is established under mild conditions on the trial steps, local quadratic convergence theorem is proved for nondegenerate minimizer point. Numerical experiment is presented to show the effectiveness of our approach.
