Convergence analysis of Taylor models and McCormick-Taylor models Conferences

authors

• Bompadre, Agustín
• Mitsos, Alexander
• Chachuat, Benoit

status

• published 

publication date

• September 2013

has subject area

• 0102 Applied Mathematics (FoR)
• 0103 Numerical and Computational Mathematics (FoR)
• 0802 Computation Theory and Mathematics (FoR)
• Operations Research (Science Metrix)

published in

• Journal of Global Optimization  Journal

presented at event

• World Congress on Global Optimization in Engineering and Science (WCGO)  Conference

keywords

• CONVEX UNDERESTIMATORS
• Convergence rate
• Convex relaxations
• DIFFERENTIABLE CONSTRAINED NLPS
• GLOBAL OPTIMIZATION
• Global optimization
• Interval extensions
• Mathematics
• Mathematics, Applied
• McCormick relaxations
• McCormick-Taylor models
• Nonconvex optimization
• ODES
• Operations Research & Management Science
• PROGRAMS
• Physical Sciences
• Science & Technology
• Taylor models
• Technology

Digital Object Identifier (DOI)

• 10.1007/s10898-012-9998-9

start page

• 75

end page

• 114

volume

• 57

issue

• 1