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20112026
most citedOn the p-adic denseness of the quotient set of a polynomial image

12 citations · 86 across the 51 of their papers we have counts for

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Showing 2020Show all

10 papers · 1 filter

math.NT2020★ 1 cited

On periodicity of -adic Browkin continued fractions

Laura Capuano, Nadir Murru, Lea Terracini

The classical theory of continued fractions has been widely studied for centuries for its important properties of good approximation, and more recently it has been generalized to $…

math.NT2020

An isomorphism between the convolution product and the componentwise sum connected to the D'Arcais numbers and the Ramanujan tau function

Stefano Barbero, Umberto Cerruti, Nadir Murru

Given a commutative ring with identity, let be the set of sequences of elements in . We investigate a novel isomorphism between and , where…

math.OC2020★ 6 cited

On enhancing efficiency and accuracy of particle swarm optimization algorithms

Silvano Chiaradonna, Felicita Di Giandomenico, Nadir Murru

The particle swarm optimization (PSO) algorithm has been recently introduced in the non--linear programming, becoming widely studied and used in a variety of applications. Starting…

cs.LG2020

A Bayesian approach for initialization of weights in backpropagation neural net with application to character recognition

Nadir Murru, Rosaria Rossini

Convergence rate of training algorithms for neural networks is heavily affected by initialization of weights. In this paper, an original algorithm for initialization of weights in…

math.CO2020

On the decoding of 1-Fibonacci error correcting codes

Emanuele Bellini, Chiara Marcolla, Nadir Murru

The study of new error correcting codes has raised attention in the last years, especially because of their use in cryptosystems that are resistant to attacks running on quantum co…

math.NT2020

Approximations of algebraic irrationalities with matrices

Stefano Barbero, Umberto Cerruti, Nadir Murru

We discuss the use of matrices for providing sequences of rationals that approximate algebraic irrationalities. In particular, we study the regular representation of algebraic exte…