Hybrid numbers with balancing and Lucas balancing hybrid number coefficients
Abstract
Keywords
References
- Alp, Y., Koçer, E. G., Hybrid Leonardo numbers, Chaos, Solitons and Fractals, 150 (2021), 111128.
- Behera, A., Panda, G. K., On the square roots of triangular numbers, Fibonacci Quart., 37(2) (1999), 98-105.
- Berczes, A., Liptai, K., Pink, I., On generalized balancing numbers, Fibonacci Quart., 48(2) (2010), 121-128.
- Brod, D., Szynal-Liana, A., Wloch, I., Two generalizations of dual-hyperbolic balancing numbers, Symmetry, 12 (2020), 1866.
- Catarino, P., Campos, H., Vasco, P., On some identities for balancing and cobalancing numbers, Annales Math. et Inform., 45 (2015), 11-24.
- Davala, R. K., Panda, G. K., On sum and ratio formulas for balancing numbers, Journal of the Indian Math. Soc., 82(1-2) (2015), 23-32.
- Erkan, E, Dağdeviren, A., k-Fibonacci and k-Lucas hybrid numbers, Tamap J. of Math. and Sta., (2021), Article id: 125.
- Gozeri, G. K., Ozkoc, A., Tekcan, A., Some algebraic relations on balancing numbers, Utilitas Mathematica, 103 (2017), 217-236.
Details
Primary Language
English
Subjects
Algebra and Number Theory, Algebraic and Differential Geometry
Journal Section
Research Article
Authors
Murat Turan
*
0000-0001-9684-7924
Türkiye
Publication Date
September 23, 2025
Submission Date
October 5, 2024
Acceptance Date
April 12, 2025
Published in Issue
Year 2025 Volume: 74 Number: 3