Skip to main content

Proceedings of the International Congress in Honour of Professor Ravi P. Agarwal

Professor Ravi P. Agarwal has made significant contributions to the development of nonlinear analysis and applications to related topics, especially nonlinear functional analysis, fixed point theory, variational inequality, general equilibrium theory, game theory and so on with more than 1200 research papers published and a number of books widely cited by scholars worldwide during the last 50+ years. He has also been serving as editor for many prestigious international journals. We celebrate his great achievements in the development of nonlinear analysis and applications to related topics in this cross-journal article collection.

Previous Page Page 1 of 3 Next Page
  1. Research

    Splitting-midpoint method for zeros of the sum of accretive operator and μ-inversely strongly accretive operator in a q-uniformly smooth Banach space and its applications

    Combining the implicit midpoint method and the splitting method, we present a new iterative algorithm with errors to solve the problems of finding zeros of the sum of m-accretive operators and μ-inversely strongl...

    Li Wei and Aifen Shi

    Journal of Inequalities and Applications 2015 2015:183

    Published on: 9 June 2015

  2. Research

    Halpern type iteration with multiple anchor points in a Hadamard space

    In this paper, we consider an approximation sequence of a common fixed point generated by Halpern type iteration with a finite family of nonexpansive mappings in a Hadamard space. We propose another style of H...

    Yasunori Kimura and Hideyuki Wada

    Journal of Inequalities and Applications 2015 2015:182

    Published on: 6 June 2015

  3. Research

    Constantin’s inequality for nabla and diamond-alpha derivative

    Calculus for dynamic equations on time scales, which offers a unification of discrete and continuous systems, is a recently developed theory. Our aim is to investigate Constantin’s inequality on time scales th...

    Ayşe Feza Güvenilir, Billur Kaymakçalan and Neslihan Nesliye Pelen

    Journal of Inequalities and Applications 2015 2015:167

    Published on: 28 May 2015

  4. Research

    A study on pointwise approximation by double singular integral operators

    In the present work we prove the pointwise convergence and the rate of pointwise convergence for a family of singular integral operators with radial kernel in two-dimensional setting in the following form:

    Gumrah Uysal, Mine Menekse Yilmaz and Ertan Ibikli

    Journal of Inequalities and Applications 2015 2015:94

    Published on: 7 March 2015

  5. Research

    Chlodowsky-type q-Bernstein-Stancu-Kantorovich operators

    In this paper, we introduce Chlodowsky-type q-Bernstein-Stancu-Kantorovich operators on the unbounded domain. We should note that this generalization includes various kinds of operators which have not been introd...

    Tuba Vedi and Mehmet Ali Özarslan

    Journal of Inequalities and Applications 2015 2015:91

    Published on: 7 March 2015

  6. Research

    On Bernstein type polynomials and their applications

    In this study we examine generating functions for the Bernstein type polynomials given in (Simsek in Fixed Point Theory Appl. 2013:80, 2013). We expand these generating functions using the parameters u and v. By ...

    Yilmaz Simsek and Melih Gunay

    Advances in Difference Equations 2015 2015:79

    Published on: 5 March 2015

  7. Research Article

    Projectile motion via Riemann-Liouville calculus

    We present an analysis of projectile motion in view of fractional calculus. We obtain the solution for the problem using the Riemann-Liouville derivative, and then we compute some features of projectile motion...

    Bashir Ahmad, Hanan Batarfi, Juan J Nieto, Óscar Otero-Zarraquiños and Wafa Shammakh

    Advances in Difference Equations 2015 2015:63

    Published on: 26 February 2015

  8. Research

    On a generalization of statistical cluster and limit points

    This paper is concerned with the notions of statistical limit and cluster points defined by Fridy. Following the concept of a Δ-density for a subset of a time scale, we established a generalization of these no...

    Mustafa Seyyit Seyyidog̃lu and Neşet Özkan Tan

    Advances in Difference Equations 2015 2015:55

    Published on: 24 February 2015

  9. Research

    Curvature of curves parameterized by a time scale

    Curvature is a fundamental characteristic of curves in differential geometry, as well as in discrete geometry. In this paper we present time scales analogy of the curvature defined by the concept of symmetric ...

    Sibel Paşalı Atmaca and Ömer Akgüller

    Advances in Difference Equations 2015 2015:49

    Published on: 20 February 2015

  10. Research

    Some remarks about the existence of coupled g-coincidence points

    Very recently, in a series of subsequent papers, Nan and Charoensawan introduced the notion of g-coincidence point of two mappings in different settings (metric spaces and G-metric spaces) and proved some theorem...

    İnci M Erhan, Antonio-Francisco Roldán-López-de-Hierro and Naseer Shahzad

    Journal of Inequalities and Applications 2015 2015:52

    Published on: 12 February 2015

  11. Research

    Existence of chaos for a simple delay difference equation

    In this paper, we study the existence of chaos for a simple delay difference equation. By using the snap-back repeller theory, we prove that the system is chaotic in the sense of both Devaney and Li-Yorke when...

    Zongcheng Li and Xiaoying Zhu

    Advances in Difference Equations 2015 2015:39

    Published on: 11 February 2015

Previous Page Page 1 of 3 Next Page