G. J. Zalmai

发表

Reduction Methods in Nonlinear Programming.

G. J. Zalmai, G. van der Hoek, 1980 .

Saddle points and Lagrangian-type duality for discrete minmax fractional subset programming problems with generalized convex functions

G. J. Zalmai, 2006 .

Optimality conditions and Lagrangian duality in continuous-time nonlinear programming

G. J. Zalmai, G. J Zalmai, 1985 .

OPTIMALITY CONDITIONS AND DUALITY MODELS FOR A CLASS OF NONSMOOTH CONTINUOUS-TIME GENERALIZED FRACTIONAL PROGRAMMING PROBLEMS

G. J. Zalmai, 2002 .

Optimality principles and duality models for a class of continuous-time generalized fractional programming problems with operator constraints

G. J. Zalmai, 1998 .

Proper efficiency conditions and duality models for a class of nonsmooth continuous-time multiobjective programming problems

G. J. Zalmai, 1998 .

Symmetric duality in continuous-time programming via minmax duality

G. J. Zalmai, 1990 .

Optimality conditions and duality for a class of continuous-time generalized fractional programming problems

G. J. Zalmai, 1990 .

The Fritz John and Kuhn-Tucker optimality conditions in continuous-time nonlinear programming

G. J. Zalmai, G. J Zalmai, 1985 .

Sufficient optimality conditions in continuous-time nonlinear programming

G. J. Zalmai, G. J Zalmai, 1985 .

Duality in continuous-time homogeneous programming

G. J. Zalmai, 1985 .

Optimality conditions and duality for multiobjective measurable subset selection problems

G. J. Zalmai, 1991 .

Sufficiency criteria and duality for nonlinear programs involving n-set functions

G. J. Zalmai, G. J Zalmai, 1990 .

Duality for generalized fractional programs involving n-set functions

G. J. Zalmai, 1990 .

Proper efficiency conditions and duality models for constrained multiobjective variational problems containing arbitrary norms

G. J. Zalmai, 1995 .

Semiparametric Sufficient Efficiency Conditions and Duality Models for Multiobjective Fractional Subset Programming Problems with Generalized (Ф, ρ, θ)-Convex Functions

G. J. Zalmai, 2002 .

Saddle-point-type optimality conditions and lagrangian-type duality for a class of constrained generalized fractional optimal control

G. J. Zalmai, 1998 .

Optimality Conditions and Duality Models for a Class of Nonsmooth Constrained Fractional Optimal Control Problems

G. J. Zalmai, 1997 .

A transposition theorem with applications to constrained optimal control problems

G. J. Zalmai, 1989 .

Parametric duality models for semiinfinite multiobjective fractional programming problems containing generalized (α, η, ρ)-V-invex functions

Qinghong Zhang, G. J. Zalmai, 2013 .

Efficiency conditions and duality models for multiobjective fractional subset programming problems with generalized (ϝ, α, ϱ, θ)-V-convex functions

G. J. Zalmai, 2002 .

Optimality Conditions and Duality in Nonsmooth Semiinfinite Programming

G. J. Zalmai, Qinghong Zhang, 2012 .

Generalized (F,β,Φ,ρ,θ) -univex functions and optimality conditions in semiinfinite fractional programming

G. J. Zalmai, Qinghong Zhang, 2010 .

Global Parametric Sufficient Optimality Conditions for Semi-infinite Discrete Minmax Fractional Programming Problems Involving Generalized (η,ρ)-invex Functions

G. J. Zalmai, Qinghong Zhang, 2007 .

Second-Order Parameter-Free Duality Models in Semi-Infinite Minmax Fractional Programming

G. J. Zalmai, 2013 .

Global parametric sufficient optimality conditions for discrete minmax fractional programming problems containing generalized (θ, η, ρ)-V-invex functions and arbitrary norms

G. J. Zalmai, 2007 .

DUALITY MODELS FOR SOME NONCLASSICAL PROBLEMS IN THE CALCULUS OF VARIATIONS

G. J. Zalmai, 2003 .

Parametric sufficient optimality conditions and duality models for minmax fractional subset programming problems with generalized (F, ρ, θ) -convex functions

G. J. Zalmai, 2003 .

Parameter-free sufficient optimality conditions and duality models for minmax fractional subset programming problems with generalized(F ϱ, θ)-convex functions

G. J. Zalmai, 2003 .

Optimality conditions and duality models for generalized fractional programming problems containing locally subdifferentiable and ρ:-convex functions

G. J. Zalmai, 1995 .

Efficiency Criteria and Duality Models for Multiobjective Fractional Programming Problems Containing Locall'y Subdifferentiable and ρ-Convex Functions

G. J. Zalmai, 1997 .

Continuous-time multiobjective fractional programming

G. J. Zalmai, 1996 .

Global parametric sufficient efficiency conditions for semiinfinite multiobjective fractional programming problems containing generalized (α, η, ρ)-V-Invex functions

G. J. Zalmai, Qinghong Zhang, 2013 .

Parameter-free duality models and applications to semiinfinite minmax fractional programming based on second-order ($$\phi ,\eta ,\rho ,\theta ,{\tilde{m}}$$ϕ,η,ρ,θ,m~)-sonvexities

G. J. Zalmai, R. Verma, 2018 .

GENERALIZED (α, β, γ, η, ρ, θ)-INVEX FUNCTIONS IN SEMIINFINITE FRACTIONAL PROGRAMMING. PART I: SUFFICIENT OPTIMALITY CONDITIONS

G. J. Zalmai, 2013 .

Semiinfinite multiobjective fractional programming, Part I: Sufficient efficiency conditions

G. J. Zalmai, Qinghong Zhang, 2010 .

Higher-order parameter-free sufficient optimality conditions in discrete minmax fractional programming

G. J. Zalmai, R. Verma, 2017 .

Proper efficiency principles and duality models for a class of continuous-time multiobjective fractional programming problems with operator constraints

G. J. Zalmai, 1998 .

Proper efficiency and duality for a class of constrained multiobjective fractional optimal control problems containing arbitrary norms

G. J. Zalmai, 1996 .

Proper efficiency and duality for a class of multiobjective fractional variational problems containing arbitrary norms

G. J. Zalmai, 1994 .

Global parametric sufficient efficiency conditions for semiinfinite multiobjective fractional programming problems containing generalized (α, η, ρ)-V-Invex functions

G. J. Zalmai, Qingnian Zhang, 2013, Acta Mathematicae Applicatae Sinica, English Series.

Semiinfinite multiobjective fractional programming, part II: Duality models

G. J. Zalmai, Qinghong Zhang, 2011 .

Semiparametric sufficient efficiency conditions for multiobjective fractional programming problems containing arbitrary norms

G. J. Zalmai, 2007 .

Generalized (η,ρ)-Invex Functions and Semiparametric Duality Models for Multiobjective Fractional Programming Problems Containing Arbitrary Norms

G. J. Zalmai, G. J. ZALMAI, 2006, J. Glob. Optim..

Generalized (η,ρ)-Invex Functions and Global Semiparametric Sufficient Efficiency Conditions for Multiobjective Fractional Programming Problems Containing Arbitrary Norms

G. J. Zalmai, G. J. Zalmai, 2006, J. Glob. Optim..

Proper efficiency conditions and duality models for constrained multiobjective optimal control probelms containing arbitrary norms

G. J. Zalmai, 1995 .

Optimality conditions for a class of nondifferentiable minmax programming problems

G. J. Zalmai, 1986 .

Second-Order Univex Functions and Generalized Duality Models for Multiobjective Programming Problems Containing Arbitrary Norms

G. J. Zalmai, 2013 .

Optimality conditions and duality for a class of continuous-time programming problems with nonlinear operator equality and inequality constraints

G. J. Zalmai, 1990 .

A continuous-time generalization of Gordan's transposition theorem

G. J. Zalmai, 1985 .

Parameter-free duality models and applications to semiinﬁnite minmax fractional programming based on second-order ( / ; g ; q ; h ; ~ m )-sonvexities

G. J. Zalmai, R. Verma, 2017 .