Approximation and Optimization

Proceedings of the International Seminar, held in Havana, Cuba, January 12-16, 1987
Herausgegeben:Gomez-Fernandez, Juan A.; Guerra-Vazquez, Francisco; Jimenez-Pozo, Miguel A.; Lopez-Lagomasino, Guillermo

• Broschiertes Buch

Produktbeschreibung

Nonparametric polynomial density estimation in the L P norm.- Local spline interpolation schemes in one and several variables.- On the rate of rational approximation of analytic functions.- Parametric optimization: Pathfollowing with jumps.- Optimization problems in the robustness analysis of linear state space systems.- A principle of contamination in best polynomial approximation.- Nearby sets and centers.- Approximation by lipschitz functions and its application to boundary value of cauchy-type integrals.- Asymptotics for the ratio of the leading coefficients of orthogonal polynomials associated with a jump modification.- Convergence of pade approximats in a non-commutative algebra.- Subsets of unicity in uniform approximation.- On qualitative Korovkin theorems with a-distance.- Relative asymptotics of orthogonal polynomials with respect to varying measures II.- On the rational approximation of HP functions in the LP(?) metric.- On the trajectories of inclined oil-wells.- On some contributions of Halasz to the turan power-sum theory.- On the m-th row of newton type (?,?)-PADF tables and singllar points.- On simul taneous rational interpolants of type (?,?).- G¿ralisation de formules de bornage de L-I et applications aux Lp.- On C0-semigroups in a space of bounded continuous functions in the case of entrance or natural boundary points.- On the approximation of Riemann integrable functions by bernstein polynomials.- Optimization criteria for multivariate strata construction.- Proof of two conjectures by G. Chen and D. L. Russell on structural damping for elastic systems.- An iterative aggregation algorithm for linear programming.- Optimal control of non linear retarded systems with phase constraints.

Produktdetails

• Lecture Notes in Mathematics 1354
• Verlag: Springer / Springer Berlin Heidelberg / Springer, Berlin
• Artikelnr. des Verlages: 978-3-540-50443-6
• 1989.
• Seitenzahl: 292
• Erscheinungstermin: 11. Januar 1989
• Englisch
• Abmessung: 235mm x 155mm x 16mm
• Gewicht: 472g
• ISBN-13: 9783540504436
• ISBN-10: 3540504435
• Artikelnr.: 23888460

Inhaltsangabe

Nonparametric polynomial density estimation in the L P norm.- Local spline interpolation schemes in one and several variables.- On the rate of rational approximation of analytic functions.- Parametric optimization: Pathfollowing with jumps.- Optimization problems in the robustness analysis of linear state space systems.- A principle of contamination in best polynomial approximation.- Nearby sets and centers.- Approximation by lipschitz functions and its application to boundary value of cauchy-type integrals.- Asymptotics for the ratio of the leading coefficients of orthogonal polynomials associated with a jump modification.- Convergence of pade approximats in a non-commutative algebra.- Subsets of unicity in uniform approximation.- On qualitative Korovkin theorems with a-distance.- Relative asymptotics of orthogonal polynomials with respect to varying measures II.- On the rational approximation of HP functions in the LP(?) metric.- On the trajectories of inclined oil-wells.- On some contributions of Halasz to the turan power-sum theory.- On the m-th row of newton type (?,?)-PADF tables and singllar points.- On simul taneous rational interpolants of type (?,?).- Généralisation de formules de bornage de L-I et applications aux Lp.- On C0-semigroups in a space of bounded continuous functions in the case of entrance or natural boundary points.- On the approximation of Riemann integrable functions by bernstein polynomials.- Optimization criteria for multivariate strata construction.- Proof of two conjectures by G. Chen and D. L. Russell on structural damping for elastic systems.- An iterative aggregation algorithm for linear programming.- Optimal control of non linear retarded systems with phase constraints.