Geometric radii for Salagean-Komatu type functions
Eng. Math. Lett., 2026 (2026), Article ID 8 doi:10.28919/eml/9744
Engineering Mathematics Letters (EML) is a peer-reviewed open access international journal, which is aimed to promote the application of mathematics to physical problems particularly in the area of engineering. This journal will accept high quality articles containing original research results and survey articles of exceptional merit.
Editor-in-Chief: Sivaguru S. Ravindran,
Professor, Mathematical Sciences Department,
The University of Alabama in Huntsville, Huntsville, AL 35899, USA
Email: [email protected]
Vol 2026 (2026)
Table of Contents
Fuzzy metric approach to \((\kappa,\alpha,\beta)\)-interpolative Kannan type cyclic contractions and nonlinear integral equations
Eng. Math. Lett., 2026 (2026), Article ID 7 doi:10.28919/eml/10151
Partial hemi-metric spaces and fixed point theorems
Eng. Math. Lett., 2026 (2026), Article ID 6 doi:10.28919/eml/10020
On contractive mappings in \(S\)-multiplicative metric spaces
Eng. Math. Lett., 2026 (2026), Article ID 5 doi:10.28919/eml/9865
Convergence results for Zamfirescu operators and \((\alpha, \beta)\) nonexpansive type 1 mapping with applications
Eng. Math. Lett., 2026 (2026), Article ID 4 doi:10.28919/eml/10035
Applications of twisted coupling frameworks in C∗-algebra valued G-metric spaces
Eng. Math. Lett., 2026 (2026), Article ID 3 doi:10.28919/eml/9628
Common fixed point theorems in fuzzy cone metric spaces via ψ-contractions
Eng. Math. Lett., 2026 (2026), Article ID 2 doi:10.28919/eml/9689
Novel fixed point outcomes in compact generalized metric spaces
Eng. Math. Lett., 2026 (2026), Article ID 1 doi:10.28919/eml/9564