On the \((m, t)\)-extension dual complex Fibonacci \(p\)-numbers

DOI10.4064/AM2464-3-2024MaRDI QIDQ6615581

Bandhu Prasad

Publication date: 8 October 2024

Published in: Applicationes Mathematicae (Search for Journal in Brave)

zbMATH Keywords

complex Fibonacci numberscomplex Fibonacci \(p\)-numbersdual complex Fibonacci \(p\)-numbers

Mathematics Subject Classification ID

Combinatorial codes (94B25) Decoding (94B35) Fibonacci and Lucas numbers and polynomials and generalizations (11B39)

Cites Work

• On the \(m\)-extension of the Fibonacci and Lucas \(p\)-numbers
• The generalized relations among the code elements for Fibonacci coding theory
• Fibonacci matrices, a generalization of the ``Cassini formula, and a new coding theory
• Long range variations on the Fibonacci universal code
• The screw calculus and its applicatioin to geometry and mechanics.
• Preliminary sketch of biquaternons.
• Investigation of dual-complex Fibonacci, dual-complex Lucas numbers and their properties
• Dual complex Fibonacci \(p\)-numbers
• Dual-complex \(k\)-Fibonacci numbers
• The ``golden matrices and a new kind of cryptography
• CODING THEORY ON THE (m, t)-EXTENSION OF THE FIBONACCI p-NUMBERS
• The generalized relations among the code elements for a new complex Fibonacci matrix
• A new Gaussian Fibonacci matrices and its applications

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