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### Peer Evaluation activity

Downloads | 14 |

Views | 75 |

Collected by | 1 |

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### Jean has...

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# Jean Lasserre *Trusted member*

## Principal Research Fellow

LAAS-CNRS, Toulouse, France

Areas(s) |
Mathematics |

Subject(s) |
Mathematics |

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### Jean's collections (8)

#### Journals (8)

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### Jean's * Peer Evaluation activity*

Downloads | 14 |

- 4A Trace Inequality for Matrix Product
- 4Approximation Schemes for Infinite Linear Programs
- 1Moment and SDP relaxation techniques for smooth approximations of problems involving nonlinear differential equations
- 1Convergent LMI relaxations for non-convex optimization over polynomials in control
- 1A Laplace transform algorithm for the volume of a convex polytope
- 1Nonlinear optimal control synthesis via occupation measures
- 1Polynomial Programming: LP-Relaxations Also Converge
- 1A Formula for Singular Perturbations of Markov Chains

Views | 75 |

- 6Integration of lotsizing and scheduling decisions in a job-shop
- 4Approximation Schemes for Infinite Linear Programs
- 3Nonlinear optimal control synthesis via occupation measures
- 3A Trace Inequality for Matrix Product
- 2Moments and sums of squares for polynomial optimization and related problems
- 2An Explicit Exact SDP Relaxation for Nonlinear 0-1 Programs
- 2A sum of squares approximation of nonnegative polynomials
- 2Lp-norms, Log-barriers and Cramer transform in Optimization
- 2Approximate volume and integration for basic semi-algebraic sets
- 2The linear programming approach
- 1A semidefinite programming approach to the generalized problem of moments
- 1Duality and a Farkas lemma for integer programs
- 1Robust global optimization with polynomials
- 1Moment and SDP relaxation techniques for smooth approximations of problems involving nonlinear differential equations
- 1On parameter-dependent Lyapunov functions for robust stability of linear systems
- 1Exploiting symmetries in SDP-relaxations for polynomial optimization
- 1Inverse polynomial optimization
- 1Convergent LMI relaxations for non-convex optimization over polynomials in control
- 1GloptiPoly 3: moments, optimization and semidefinite programming
- 1An Explicit Equivalent Positive Semidefinite Program for Nonlinear 0-1 Programs
- 1Linear and Integer Programming vs Linear Integration and Counting
- 1A "joint+marginal" approach to parametric polynomial optimization
- 1GloptiPoly : Global Optimization over Polynomials with Matlab and SeDuMi Getting started
- 1Semidefinite Programming vs. LP Relaxations for Polynomial Programming
- 1On the importance of sequencing decisions in production planning and scheduling
- 1Approximate Volume and Integration for Basic Semialgebraic Sets
- 1Discrete-Time Stochastic Optimal Control via Occupation Measures and Moment Relaxations
- 1Nonlinear optimal control : Numerical approximations via moments and LMI-relaxations
- 1Solving Global Optimization Problems over Polynomials with GloptiPoly 2 . 1
- 1Representation of nonnegative convex polynomials
- 1A Laplace transform algorithm for the volume of a convex polytope
- 1Semidefinite Characterization and Computation of Zero-Dimensional Real Radical Ideals
- 1Nonlinear optimal control via occupation measures and LMI-relaxations
- 1A new look at nonnegativity on closed sets and polynomial optimization
- 1An Integrated Approach in Production Planning and Scheduling
- 1Sufficient conditions for a real polynomial to be a sum of squares
- 1Certificates of convexity for basic semi-algebraic sets
- 1On representations of the feasible set in convex optimization
- 1Convexity in semi-algebraic geometry and polynomial optimization
- 1Integration on a convex polytope
- 1Explicit Formula for Counting Lattice Points of Polyhedra
- 1Hierarchical scheduling for decision support
- 1SOS approximation of polynomials nonnegative on an algebraic set
- 1Polynomial Programming: LP-Relaxations Also Converge
- 1S.o.s. approximation of polynomials nonnegative on a real algebraic set
- 1Solving Nonconvex Optimization Problems
- 1Bounds on measures satisfying moment conditions
- 1The Multi-Dimensional Version of ^b x^p dx
- 1The Multi-Dimensional Version of ^b x^p dx
- 1Optimisation globale et théorie des moments
- 1Weak convergences of probability measures: a uniform principle
- 1Invariant probabilities for Markov chains on a metric space f P ( x , B ) o ( dx )
- 1A Formula for Singular Perturbations of Markov Chains
- 1A NEW LOOK AT NONNEGATIVITY ON CLOSED SETS AND arXiv : 1009 . 0125v1 [ math . OC ] 1 Sep 2010
- 1arXiv : 1103 . 3284v1 [ math . OC ] 16 Mar 2011
- 1Denumerable State Nonhomogeneous Markow Decision Processes
- 1Aggregate model and decomposition method for mid-term production planning

Collected by | 1 |

- FJean Lasserre,
*Principal Research Fellow*, LAAS-CNRS, Toulouse, France.

### Jean* has...*

Trusted | 0 |

Reviewed | 0 |

Emailed | 0 |

Shared/re-used | 0 |

Discussed | 0 |

Invited | 0 |

Collected | 8 |

- Jean Lasserre,
*Principal Research Fellow*, LAAS-CNRS, Toulouse, France.