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Showing 81-100 of 443 results

  1. Semi-infinite Discrete Minmax Fractional Programs

    A set of generalized second-order parametric necessary optimality conditions and several sets of second-order sufficient optimality conditions for a...
    Ram U. Verma in Semi-Infinite Fractional Programming
    Chapter 2017

  2. Estimates of upper bound for a kth order differentiable functions involving Riemann–Liouville integrals via higher order strongly h-preinvex functions

    In this paper the notion of higher order strongly h -preinvex functions is presented, which unifies several known classes of preinvexity. An identity...

    Shanhe Wu, Muhammad Uzair Awan, ... Sadia Talib in Journal of Inequalities and Applications
    Article Open access 28 August 2019

  3. Multiobjective Wolfe Type Second-Order Symmetric Duality

    Symmetric duality in nonlinear programming in which the dual of the dual is the primal is first introduced by Dorn [28].
    **nmin Yang in Generalized Preinvexity and Second Order Duality in Multiobjective Programming
    Chapter 2018

  4. Accelerated Roles for Parametric Optimality

    Based on the new notion of the generalized second-order $$(\phi ,\eta...
    Ram U. Verma in Semi-Infinite Fractional Programming
    Chapter 2017

  5. Sufficiency and duality in nondifferentiable multiobjective programming involving higher order strong invexity

    In the present paper, we consider a nondifferentiable multiobjective programming problem with support functions and locally Lipschitz functions....

    Izhar Ahmad, Suliman Al-Homidan in Journal of Inequalities and Applications
    Article Open access 01 October 2015

  6. Multiobjective Higher-Order Duality

    We consider the following nonlinear programming problem:
    **nmin Yang in Generalized Preinvexity and Second Order Duality in Multiobjective Programming
    Chapter 2018

  7. Efficiency conditions in vector control problems governed by multiple integrals

    In this paper, we formulate and prove necessary and sufficient optimality conditions in multiobjective control problems which involve multiple...

    Ştefan Mititelu, Savin Treanţă in Journal of Applied Mathematics and Computing
    Article 11 August 2017

  8. Semi-infinite Multiobjective Fractional Programming I

    In this chapter, we first present three new classes of generalized convex functions involving Hadamard directional derivatives, namely, (strictly) (...
    Ram U. Verma in Semi-Infinite Fractional Programming
    Chapter 2017

  9. Some Remarks on Cone-Functions and Related Fields

    The classic field of cone-functions is revisited to show their effectiveness for the applications to vector optimization. Then, another extension of...

    Carla Antoni, Mohammed Alshahrani in Journal of Optimization Theory and Applications
    Article 27 December 2017

  10. Preinvex Functions

    The notion of invex functions was introduced by Hanson [37] as a generalization of differentiable convex functions.
    **nmin Yang in Generalized Preinvexity and Second Order Duality in Multiobjective Programming
    Chapter 2018

  11. Nonsmooth semi-infinite minmax programming involving generalized (Φ,ρ)-invexity

    This paper introduces some new generalizations of the concept of (Φ,ρ)-invexity for nondifferentiable locally Lipschitz functions using the tools of...

    B B Upadhyay, S K Mishra in Journal of Systems Science and Complexity
    Article 22 January 2015

  12. Saddle Point Criteria in Nonsmooth Semi-Infinite Minimax Fractional Programming Problems

    This paper considers a nonsmooth semi-infinite minimax fractional programming problem (SIMFP) involving locally Lipschitz invex functions. The...

    S. K. Mishra, Yadvendra Singh, R. U. Verma in Journal of Systems Science and Complexity
    Article 21 March 2017

  13. Multiobjective Second-Order Duality with Cone Constraints

    Duality theory plays an important role in studying the solutions of nonlinear programming problems, and it has been of much interest and many...
    **nmin Yang in Generalized Preinvexity and Second Order Duality in Multiobjective Programming
    Chapter 2018

  16. Sufficiency and duality for nonsmooth multiobjective fractional programming problems involving \((\Phi ,\rho ,\alpha )\)-V-invexity

    In this paper, we consider a class of nonsmooth multiobjective fractional programming problems in which the involved functions are locally Lipschitz....

    Chun-lei Yan in Journal of Applied Mathematics and Computing
    Article 15 September 2015

  17. On Second-Order Generalized Convexity

    Second-order convex functions were introduced by Mond (Opsearch 11(2–3):90–99, 1974 ) in order to deal with second-order duality. Then that notion was...

    C. Zălinescu in Journal of Optimization Theory and Applications
    Article 27 October 2015

  18. On vector variational-like inequalities involving right upper-Dini-derivative functions

    In this paper, we introduce (weak) Stampacchia and Minty arcwise connected vector variational-like inequalities in the term of right...

    Anurag Jayswal, Shipra Singh in Afrika Matematika
    Article 02 February 2018

  19. Higher Order Hybrid Invexity Frameworks and Discrete Multiobjective Fractional Programming Problems

    Based on the higher order hybrid \((\varPhi ,\rho ,\eta ,\zeta ,\theta )-\)...
    Ram U. Verma in Mathematics and Computing
    Conference paper 2015

  20. A Taxonomy and Review of the Multi-Objective Fractional Programming (MOFP) Problems

    Optimizing the ratios within the constraints is called fractional programming or ratio optimization problem . If one can optimize several ratios...

    Deepak Bhati, Pitam Singh, Rubi Arya in International Journal of Applied and Computational Mathematics
    Article 21 October 2016
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