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20062020
most citedModel Complete Expansions of the Real Field by Modular Functions and Forms

3 citations · 3 across the 6 of their papers we have counts for

collaborators

6 papers

math.HO2020

Georg Mohr's "Euclides Danicus" -- Preliminary Version

Ricardo Bianconi

We present here a preliminary version of a translation with comments of Georg Mohr's book "Euclides Danicus", where the first proof of Mohr-Mascheroni Theorem appeared in 1672, 125…

math.LO2019

On Whitney embedding of o-minimal manifolds

Ricardo Bianconi, Rodrigo Figueiredo, Robson A. Figueiredo

We prove a definable version of the Whitney embedding theorem for abstract-definable manifolds with , namely: every abstract-definable $\mathcal{C}^…

math.LO2016

Some Model Theory of Hypergeometric and Pfaffian Functions

Ricardo Bianconi

We present some results and open problems related to expansions of the field of real numbers by hypergeometric and related functions focussing on definability and model completenes…

math.LO2014

Uniform Model Completeness for the Real Field with the Weierstrass Function

Ricardo Bianconi

In this work is we prove model completeness for the expansion of the real field by the Weierstrass function as a function of the variable and the parameter (or period) $τ…

math.LO2014★ 3 cited

Model Complete Expansions of the Real Field by Modular Functions and Forms

Ricardo Bianconi

We prove a strong form of model completenes for expansions of the field of real numbers by (the real and imaginary parts of) the modular function J, by the modular forms and…

math.OA2006

Vanishing of the cyclic cohomology of infinite von Neumann algebras

Ricardo Bianconi

We prove that if A is an infinite von Neumann algebra (i. e., the identity can be decomposed as a sum of a sequence of pairwise disjoint projections, all equivalent to the identity…