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Generalized Affine Functions and Generalized Differentials

Journal of optimization theory and applications, 2012-08, Vol.154 (2), p.321-338

2012

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Characterization of solution sets of quasiconvex programs

Journal of optimization theory and applications, 2003-06, Vol.117 (3), p.627-636

PENOT, J. P

2003

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Convex analysis can be helpful for the asymptotic analysis of monotone operators: Asymptotic analysis of monotone operators

Mathematical programming, 2009, Vol.116 (1-2), p.481-498

2009

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Calculus Rules for Derivatives of Multimaps

Set-Valued and Variational Analysis, 2009, Vol.17 (1), p.21-39

2009

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Lagrangian approach to quasiconvex programing

Journal of optimization theory and applications, 2003-06, Vol.117 (3), p.637-647

PENOT, J. P

2003

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Generalized convexity of functions and generalized monotonicity of set-valued maps

Journal of optimization theory and applications, 1997-02, Vol.92 (2), p.343-356

1997

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Variational subdifferential for quasiconvex functions

Journal of optimization theory and applications, 2001-10, Vol.111 (1), p.165-171

PENOT, J. P

2001

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Convex analysis can be helpful for the asymptotic analysis of monotone operators Asymptotic analysis of monotone operators

Mathematical programming, 2009, Vol.116 (1-2), p.481-498

2009

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Multipliers and generalized derivatives of performance functions

Journal of optimization theory and applications, 1997-06, Vol.93 (3), p.609-618

PENOT, J.-P

1997

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Conditioning convex and nonconvex problems

Journal of optimization theory and applications, 1996-09, Vol.90 (3), p.535-554

1996

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Mean-value theorem with small subdifferentials

Journal of optimization theory and applications, 1997-07, Vol.94 (1), p.209-221

PENOT, J. P

1997

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Second-order conditions for optimization problems with constraints

SIAM journal on control and optimization, 1998-01, Vol.37 (1), p.303-318

PENOT, J.-P

1998

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Endocardite à lactobacillus acidophilus

La Presse médicale (1983), 1998-06, Vol.27 (21), p.1009-1012

1998

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Generalized monotonicity of subdifferentials and generalized convexity

Journal of optimization theory and applications, 1997-07, Vol.94 (1), p.251-262

1997

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Calculus Without Derivatives

Penot, Jean-Paul

2013, 2012

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Tangent sets of order one and two to the positive cones of some functional spaces

Applied mathematics & optimization, 1997-11, Vol.36 (3), p.291-312

1997

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On Minimizing and Critical Sequences in Nonsmooth Optimization

SIAM journal on optimization, 2000, Vol.10 (4), p.999-1019

2000

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The relevance of convex analysis for the study of monotonicity

Nonlinear analysis, 2004-09, Vol.58 (7), p.855-871

Penot, Jean-Paul

2004

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Approximation and decomposition properties of some classes of locally D.C. functions

Mathematical programming, 1988-05, Vol.41 (2), p.195-227

1988

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Optimality conditions in mathematical programming and composite optimization

Mathematical programming, 1994-10, Vol.67 (2), p.225-245

PENOT, J.-P

1994

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Continuity of the fenchel correspondence and continuity of polarities

Journal of mathematical analysis and applications, 1991-04, Vol.156 (2), p.305-328

1991

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Analysis: From Concepts to Applications

Penot, Jean-Paul

1st ed. 2016., 2016

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Metric regularity, openness and Lipschitzian behavior of multifunctions

Nonlinear analysis, 1989, Vol.13 (6), p.629-643

Penot, Jean-Paul

1989

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Preservation of persistence and stability under intersections and operations, part 1: Persistence

Journal of optimization theory and applications, 1993-12, Vol.79 (3), p.525-550

Penot, J. -P.

1993

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A new constraint qualification condition

Journal of optimization theory and applications, 1986-03, Vol.48 (3), p.459-468

PENOT, J. P

1986

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Generalized Affine Functions and Generalized Differentials

Characterization of solution sets of quasiconvex programs

Convex analysis can be helpful for the asymptotic analysis of monotone operators: Asymptotic analysis of monotone operators

Calculus Rules for Derivatives of Multimaps

Lagrangian approach to quasiconvex programing

Generalized convexity of functions and generalized monotonicity of set-valued maps

Variational subdifferential for quasiconvex functions

Convex analysis can be helpful for the asymptotic analysis of monotone operators Asymptotic analysis of monotone operators

Multipliers and generalized derivatives of performance functions

Conditioning convex and nonconvex problems

Mean-value theorem with small subdifferentials

Second-order conditions for optimization problems with constraints

Endocardite à lactobacillus acidophilus

Generalized monotonicity of subdifferentials and generalized convexity

Calculus Without Derivatives

Tangent sets of order one and two to the positive cones of some functional spaces

On Minimizing and Critical Sequences in Nonsmooth Optimization

The relevance of convex analysis for the study of monotonicity

Approximation and decomposition properties of some classes of locally D.C. functions

Optimality conditions in mathematical programming and composite optimization

Continuity of the fenchel correspondence and continuity of polarities

Analysis: From Concepts to Applications

Metric regularity, openness and Lipschitzian behavior of multifunctions

Preservation of persistence and stability under intersections and operations, part 1: Persistence

A new constraint qualification condition

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