posted by user: takajedna || 1675 views || tracked by 1 users: [display]

RAMFP 2022 : TAA (OA) - SI: Recent Advances on Metric Fixed Point Theory 2022

FacebookTwitterLinkedInGoogle

Link: https://www.degruyter.com/publication/journal_key/TAA/downloadAsset/TAA_CFP%20Recent%20Advances%20on%20Metric%20Fixed%20Point%20Theory%202022.pdf
 
When N/A
Where N/A
Submission Deadline Jun 9, 2024
Categories    mathematics   algebra   topology   fixed-point metric theory
 

Call For Papers

RECENT ADVANCES ON METRIC FIXED POINT THEORY 2022

COORDINATING EDITOR
- Erdal KARAPINAR, Full Professor at Mathematics, Cankaya University, Ankara, Turkey
GUEST EDITOR
- Cristian CHIFU, Babes-Bolyai University Cluj-Napoca, Romania


DESCRIPTION
No In the last few decades, using fixed point theory, solutions to several exciting problems have been reported. Besides the classical ordinary differential equations and integral equations, both fractional differential equations (FDE) and fractional integral equations (FIE) have taken the researchers' interests. Roughly speaking, for a better understanding of several physical phenomena, (both fractional differential equations (FDE) and fractional integral equations (FIE) are more useful. We also note the importance of distinct abstract spaces, such as quasi-metric, b-metric, symmetric, partial metric, and dislocated metric. Sometimes, one of these spaces is more suitable for a particular application. For example, in semantic and domain theory of computer science, instead of using the standard fixed point theorem, using the corresponding
characterization of fixed point results in partial metric spaces is more effective, suitable, and economical.

This Special Issue aims to collect the papers that may open rooms for the theoretical advances in the fixed-point metric theory and possible applications (as mentioned above, on fractional differential/integral equations, semantic and domain theory, and so on). We welcome both original research articles and articles discussing the current situation.

TOPICS:
- Iterative fixed-point theory;
- Fixed point theory and applications;
- Best proximity point theory and applications;
- Recursive mappings and convergence;
- Good exposure and control in fixed point theory and FDE;
- Nonlinear problems with fixed point theory approaches.


HOW TO SUBMIT
All submissions to the special issue must be made electronically at www.editorialmanager.com/taa/default.aspx and will undergo the standard peer-review process.

When submitting your paper please choose “SI- Recent Advances on metric fixed point theory”

The deadline for the submissions is September 30, 2022 but individual papers will be reviewed and published online on an ongoing basis.

We are looking forward to your submission!

In case of any further questions please contact:
Editorial Office - taa.editorial@degruyter.com

Related Resources

Security 2025   Special Issue on Recent Advances in Security, Privacy, and Trust
Ei/Scopus-CISDS 2024   2024 3rd International Conference on Communications, Information System and Data Science (CISDS 2024)
IEEE-Ei/Scopus-ACEPE 2024   2024 IEEE Asia Conference on Advances in Electrical and Power Engineering (ACEPE 2024) -Ei Compendex
ICCSEA 2024   14th International Conference on Computer Science, Engineering and Applications
IEEE-Ei/Scopus-SGGEA 2024   2024 Asia Conference on Smart Grid, Green Energy and Applications (SGGEA 2024) -EI Compendex
MathSJ 2024   Applied Mathematics and Sciences: An International Journal
ICAAI 2024   ACM--2024 The 8th International Conference on Advances in Artificial Intelligence (ICAAI 2024)
IJSCMC 2024   International Journal of Soft Computing, Mathematics and Control
ACM ICAAI 2024   ACM--2024 The 8th International Conference on Advances in Artificial Intelligence (ICAAI 2024)
TAA - LMHCU 2024   Towards an Automated Art? Learning Machines, Human Creativity and Uncertainty