# Search results for: Alexandru Zaharescu

Mathematische Zeitschrift > 2019 > 292 > 1-2 > 499-511

*p*-adic functions arising from the sequence of convergents to the continued fraction of

*e*. We solve an open problem posed in [2], more precisely we show that those

*p*-adic functions are locally analytic (of minimal radius...

Mathematische Zeitschrift > 2018 > 290 > 3-4 > 1277-1307

*k*th powers, which was later proved by E. M. Wright. Recently, R. C. Vaughan provided a simpler asymptotic formula in the case $$k=2$$ k=2 . In this paper, we consider partitions into parts...

Geotextiles and Geomembranes > 2017 > 45 > 6 > 674-687

Finite Fields and Their Applications > 2017 > 48 > C > 331-355

Journal of Mathematical Analysis and Applications > 2017 > 449 > 2 > 1286-1301

manuscripta mathematica > 2017 > 154 > 1-2 > 195-223

Advances in Mathematics > 2017 > 304 > C > 809-929

Chaos, Solitons & Fractals > 2016 > 91 > C > 136-147

Journal of Mathematical Analysis and Applications > 2016 > 436 > 1 > 489-500

Monatshefte für Mathematik > 2016 > 181 > 3 > 527-535

*p*we study the continuous automorphisms of transcendental closed subfields of $$\mathbb {C}_p$$ C p , the topological completion of the algebraic closure of the field of

*p*-adic numbers.

Journal of Mathematical Analysis and Applications > 2016 > 435 > 2 > 1107-1128

Journal of Number Theory > 2016 > 160 > C > 385-408

Journal of Mathematical Analysis and Applications > 2016 > 434 > 1 > 271-314

Acta Arithmetica > 2016 > 174 > 3 > 199-215

Proceedings - Mathematical Sciences > 2016 > 126 > 1 > 21-33

Journal of Number Theory > 2016 > 158 > C > 151-164

Journal of Approximation Theory > 2015 > 197 > Complete > 101-114

Journal of Number Theory > 2015 > 151 > Complete > 147-158

Journal of Mathematical Analysis and Applications > 2015 > 426 > 1 > 594-611

Journal of Number Theory > 2015 > 149 > Complete > 404-434