Global Optimization Submissions  2010
January 2010
A "joint+marginal" approach to parametric polynomial optimization
Jean B. Lasserre
March 2010
Theory
Separating Doubly Nonnegative and Completely Positive Matrices
Hongbo Dong, Kurt M. Anstreicher
April 2010
Semidefinite programming certificates for tracial matrix inequalities
Sabine Burgdorf, Kristijan Cafuta, Igor Klep, Janez Povh
May 2010
Theory
Separation and Relaxation for cones of quadratic forms
Samuel Burer, Hongbo Dong
June 2010
Theory
Explicit Convex and Concave Envelopes through Polyhedral Subdivisions
Mohit Tawarmalani, JeanPhilippe Richard, Chuanhui Xiong
Applications
Euclidean Distance Matrix Completion Problems
Hawren Fang, Dianne P. O'Leary
July 2010
Stochastic Approaches
Synthesis of SpaceFilling Curves Through MeasurePreserving Transformations and Their Application to Global Optimization
Hime Oliveira, Antonio Petraglia
Applications
Calibrating Artificial Neural Networks by Global Optimization
Janos D. Pinter
August 2010
Theory
On convex relaxations for quadratically constrained quadratic programming
Kurt Anstreicher
Some Results on the Strength of Relaxations of Multilinear Functions
James Luedtke, Mahdi Namazifar, Jeff Linderoth
September 2010
A polynomial case of cardinality constrained quadratic optimization problem
Jianjun Gao, Duan Li
October 2010
Optimization problems on the rank and inertia of the Hermitian matrix expression $A  BX  (BX)^{*}$ with applications
Tian Yongge
Rank and inertia optimizations of two Hermitian quadratic matrix functions subject
Yongge Tian, Ying Li
Theory
Exploiting SecondOrder Cone Structure for Global Optimization
Ashutosh Mahajan, Todd Munson
Maxmin optimizations on the rank and inertia of a linear Hermitian matrix expression subject to range, rank and definiteness restrictions
Yongge Tian
November 2010
Applications
A modified DIRECT algorithm for a problem in astrophysics
Daniela di Serafino, Giampaolo Liuzzi, Veronica Piccialli, Filippo Riccio, Gerardo Toraldo
Theory
Convex envelopes for quadratic and polynomial functions over polytopes
M Locatelli
Theory
Reduced RLT Representations for Nonconvex Polynomial Programming Problems
Hanif D. Sherali, Evrim Dalkiran, Leo Liberti
