A total of ten papers and a poster, were part of the work presented by a group of teachers of the Department of Mathematics of the University of Cauca at the XXI Colombian Congress of Mathematics, recently held at the National University, in its headquarters located Bogota.

The presentations were:

- 'Construction of sets Bh [g] in product groups', by Diego Fernando Ruiz Solarte and Carlos Alberto Trujillo Solarte.

- 'A combinatorial problem arisen in the sets B3', by John Jairo López Santander, Carlos Andrés Martos Ojeda, and Carlos Alberto Trujillo Solarte.

- 'Fermat numbers in the k-Fibonacci succession', by John Jairo Bravo Grijalba and José Luis Herrera Bravo.

- 'Existence of periodic traveling waves for non-linear evolution', by Ricardo Córdoba.

- 'A dynamical system of infinite dimension: prey-predator diffusion system with Alle effect', by Aida González.

- 'Numbers of Fermat in the succession of Fibonacci', by Jhon Jairo López.

- 'Bifurcation results for the Yamabe problem on Riemannian boundary varieties', by Elkin Cárdenas.

- 'Hopf Fork Direction in a prey-predator model with Alle effect', by Wilmer Molina and Jaime Tobar.

- 'A generator of Terry almost Pythagorean', by Fredy Bustos.

- 'The Cauchy Problem for a Class of D-Buses System', by Alex Manuel Montes.

 

The presented poster was named  'Regularity properties of the linear solution equation of Schrodinger', in charge of David Samboní.

 

"It is one of the highest level congresses in terms of mathematics, and it is an honor for me to present 10 papers, with which 15 teachers participate. This reflects that we have a good level and do a good job not only nationally but also internationally. In the program we bet on quality with qualified teachers who have masters and doctorates," said Wilmer Molina Yepes, Department of Mathematics professor.

 

More information

Faculty of Natural Sciences, Exact and Education
Phone: 8209800 - Ext. 2362 and 2364

Email: facned@unicauca.edu.co