Institutul de Matematică şi Informatică "Vladimir Andrunachievici"
Universitatea de Stat din MoldovaRO EN
On the Diophantine equation xxyyk(y)=zzp
Authors: Gheorghe M.Tudor, Tudor Bînzar
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Abstract
In this paper the existence and the ways of finding some positive integer solutions x,y,z for the equation xxyyk(y)=zzp are studied.E-mail: ,
Fulltext
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Contents
- Properties of final unrefinable chains of groups topologies
- On subsemimodules of semimodules
- Abstract complexes, their homologies and applications
- A criterion for parametrical completeness in the 8-valued algebraic model of modal logic S5
- On Solvability of one Class of Hammerstein Nonlinear Integral Equations
- Algorithms for Determining the Transient and Differential Matrices in Finite Markov Processes
- On the centralizers of finite subgroups in quasi-HNN groups
- New Inequalities of Hardy-Hilbert Type
- On the Diophantine equation xxyyk(y)=zzp
