J. Fixed Point Theory Appl

Articles evolving new techniquesalgorithms to obtain results having potential for application in nonlinear analysis differential equations mathematical economics and environmental sciences are. Metric spaces Fixed Point Theory Appl 2012 2012 17 pages.

Fixed Point Theory In Metric Type Spaces Ravi P Agarwal Springer

Annual of Konstantin Preslavski University of Shumen Faculty of Mathematics and Computer Science VI.

J. fixed point theory appl. We also consider a system of variational inequalities and prove the existence of its solutions by using our fixed point theorem. Remarks on asymptotic regularity and fixed points. Journal of Fixed Point Theory and Applications publishes open access articles.

In this theory contraction is one of the main tools to prove the existence and uniqueness of a fixed point. Some fixed point theorems of Compact Hausdorff spaces Fixed point theory and Applications 6 67-69 2007. Volumes and issues listings for Journal of Fixed Point Theory and Applications.

Fixed Point Theory Appl 2107 2012 observed that the most of the fixed point results in the structure of G-metric spaces can be. Youre seeing our new journal sites and wed like your opinion please send feedback. The axiom of choice and proof of a fixed point theorem J.

Journal of Fixed. Math 3 1922 133-181. Recently Samet et al.

We then apply our result to prove an equilibrium existence theorem for an abstract economy. Google Scholar Jovanović M. Fixed Point Theory Appl 18 2016 465-477.

Common fixed point results in metric-type spaces. Özgür NY Taş N. 10299-305 2011 in the frame of a cyclic representation of a complete metric space.

MathSciNet Article MATH Google Scholar 4. The JP Journal of Fixed Point Theory and Applications is a peer reviewed journal which publishes original research papers related to fixed point theory. Fixed Point Theory and Algorithms for Sciences and Engineering formerly Fixed Point Theory and Applications has been relaunched in 2021.

The journal is open for submissions and celebrates its relaunch with Topical Collections on Optimization and Real World Applications and Contact Mechanics and Engineering Applications. One of the most dynamic area of research of the last 50 years fixed point theory plays a fundamental role in several theoretical and applied areas such as nonlinear analysis integral and differential equations and inclusions dynamic systems theory mathematics of fractals mathematical economics game theory equilibrium problems optimization problems and mathematical modeling. Visit our Open access publishing page to learn more.

Banach Sur les operations dans les ensembles abstrits et leur applications aux equations integrals Fund. In a wide range. Inform 22 2012 5-24.

Fixed P oint Theory Appl. Moliner 50 Burjassot Valencia. Some fixed-circle theorems on.

Authors of open access articles published in this journal retain the copyright of their articles and are free to reproduce and disseminate their work. Fixed Point Theory Appl. In article 15 Harinath HK A chain of results on fixed points Indian J.

Skip to main content. As one of the most dynamic areas of research in the last 50 years fixed point theory plays a basic role in several theoretical and applied fields of mathematics such as nonlinear analysis integral and differential equations and inclusions dynamical system theory mathematics of fractals mathematical economics game theory equilibrium problems and optimization problems and mathematical modeling. Fixed point theory is one of the famous and traditional theories in mathematics and has a broad set of applications.

Fixed Point Theory and Algorithms for Sciences and Engineering is a peer-reviewed open access journal published under the brand SpringerOpen. Fixed Point Theory Appl. Rational mapping fixed point theory s11784-008-0065-6 journal online first application degree point theory appl tarski theorem real semialgebraic set real projective line 70th birthday abstract closed field sturm theorem mathematics subject classification mapping degree explicit algorithm.

In this paper we extend a recent result of V. On Fixed Points for Reich Maps in B-Metric Spaces. In this paper we first prove a fixed point theorem for a family of multivalued maps defined on product spaces.

Nazir Well-posedness and periodic point property of mappings satisfying a rational inequality in an ordered complex valued metric spaces Sci. Int J Anal 2013 and Jleli et al.

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