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1.<b>Automatic differentiation: Point and interval; Automatic differentiation: Point and interval Taylor operators; Bilevel programming: Applications in engineering; Bounding derivative ranges; Design optimization in computational fluid dynamics; Global optimization: Application to phase equilibrium problems; Interval analysis: Differential equations; Interval analysis: Eigenvalue bounds of interval matrices; Interval analysis: Intermediate terms; Interval analysis: Nondifferentiable problems; Interval analysis: Parallel methods for global optimization; Interval analysis: Subdivision directions in interval branch and bound methods; Interval analysis: Systems of nonlinear equations; Interval analysis: Unconstrained and constrained optimization; Interval analysis: Verifying feasibility; Interval constraints; Interval fixed point theory; Interval global optimization; Interval linear systems; Interval Newton methods; Multidisciplinary design optimization; Multilevel methods for optimal desig
ContentType：Reference Work Entry
Publisher：Springer US
2.<b>Automatic differentiation: Calculation of Newton steps; Automatic differentiation: Point and interval; Automatic differentiation: Point and interval Taylor operators; Bounding derivative ranges; Complexity classes in optimization; Dynamic programming and Newton's method in unconstrained optimal control; Global optimization: Application to phase equilibrium problems; Interval analysis: Application to chemical engineering design problems; Interval analysis: Differential equations; Interval analysis: Eigenvalue bounds of interval matrices; Interval analysis: Intermediate terms; Interval analysis: Nondifferentiable problems; Interval analysis: Parallel methods for global optimization; Interval analysis: Subdivision directions in interval branch and bound methods; Interval analysis: Systems of nonlinear equations; Interval analysis: Unconstrained and constrained optimization; Interval analysis: Verifying feasibility; Interval constraints; Interval fixed point theory; Interval global opti
ContentType：Reference Work Entry
Publisher：Springer US
3.<b>αBB algorithm; Automatic differentiation: Point and interval; Automatic differentiation: Point and interval Taylor operators; Bounding derivative ranges; Continuous global optimization: Applications; Continuous global optimization: Models, algorithms and software; Global optimization: Application to phase equilibrium problems; Global optimization in batch design under uncertainty; Global optimization in generalized geometric programming; Global optimization in phase and chemical reaction equilibrium; Global optimization in the analysis and management of environmental systems; Global optimization methods for systems of nonlinear equations; Interval analysis: Application to chemical engineering design problems; Interval analysis: Differential equations; Interval analysis: Eigenvalue bounds of interval matrices; Interval analysis: Intermediate terms; Interval analysis: Nondifferentiable problems; Interval analysis: Parallel methods for global optimization; Interval analysis: Subdivisio
ContentType：Reference Work Entry
Publisher：Springer US
4.<b>αBB algorithm; Automatic differentiation: Point and interval; Automatic differentiation: Point and interval Taylor operators; Bounding derivative ranges; Eigenvalue enclosures for ordinary differential equations; Global optimization: Application to phase equilibrium problems; Hemivariational inequalities: Eigenvalue problems; Interval analysis: Application to chemical engineering design problems; Interval analysis: Differential equations; Interval analysis: Intermediate terms; Interval analysis: Nondifferentiable problems; Interval analysis: Parallel methods for global optimization; Interval analysis: Subdivision directions in interval branch and bound methods; Interval analysis: Systems of nonlinear equations; Interval analysis: Unconstrained and constrained optimization; Interval analysis: Verifying feasibility; Interval constraints; Interval fixed point theory; Interval global optimization; Interval linear systems; Interval Newton methods; Semidefinite programming and determinant
ContentType：Reference Work Entry
Publisher：Springer US
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