University of Kara

output

20102026

most citedOn solutions of the Diophantine equation

L_{n} + L_{m} = 3^{a}

4 citations

9 papers

math.NT2026

Powers as Fibonacci Sums

Benjamin Earp-Lynch, Simon Earp-Lynch, Omar Kihel +1

We examine the equation $y^{a} = i = 1 \sum k F_{n_{i}}$ for positive integers $y, a \geq 2$ and $k \geq 3$ . This equation can be expressed as a problem in terms of the Zeckendor…

q-bio.NC2026

Fast Whole-Brain, Geometry-Aware Functional Alignment for Cross-Subject Decoding

Pierre-Louis Barbarant, Florent Meyniel, Bertrand Thirion

Decoding brain activity is useful for characterizing brain processes and understanding the functional architecture underlying cognition. However, the inter-individual variability i…

stat.ME2025★ 3 cited

Theoretical analysis and improvements in cubic transmutations of probability distributions

Issa Cherif Geraldo, Edoh Katchekpele, Tchilabalo Abozou Kpanzou

In statistics, processed data are becoming increasingly complex, and classical probability distributions are limited in their ability to model them. This is why, to better model da…

math.NT2022★ 1 cited

On common index divisors and monogenity of of the nonic number field defined by a trinomial $x^{9} + a x + b$

Hamid Ben Yakkou, Pagdame Tiebekabe

Let $K$ be a nonic number field generated by a complex root $þ$ of a monic irreducible trinomial $F (x) = x^{9} + a x + b \in Z [x]$ , where $ab \neq = 0$ . Let $i (K)$ be the index of $K$ . A…

math.NT2022★ 4 cited

On solutions of the Diophantine equation $L_{n} + L_{m} = 3^{a}$

Pagdame Tiebekabe, Ismaila Diouf

Let $(L_{n})_{n \geq 0}$ be the Lucas sequence given by $L_{0} = 2, L_{1} = 1$ and $L_{n + 2} = L_{n + 1} + L_{n}$ for $n \geq 0$ . In this paper, we are interested in finding all powers of three…

math.ST2019★ 2 cited

Statistical tests for the Pseudo-Lindley distribution and applications

Gane Samb Lo, Tchilabalo Abozou Kpanzou, Cheikh Mohamed Haidara

The pseudo-Lindley distribution was introduced as a useful generalization of the Lindley distribution in Zeghdoudi and Nedjar (2016) who showed interesting properties of their new…