GTA | Geometry, Topology and Applications

About

The Geometry, Topology and Applications (GTA) group is composed of 10 PhD members and 5 PhD students.

The main areas of the group's research are Algebraic Topology, Differential Geometry, Discrete Geometry, General Relativity and Mathematical Biology. 

Doctors supervise research work at Master, Doctoral and Post-Doc levels and have collaborations with several national and foreign researchers.  

Coordinator

PHD Members

Non PHD Members

Useful Links

Former group webpage

Last Publications

Sistema Passarola - geração automática de exercícios

CNaPPES 2018 | 2019

José João Almeida

Gaspar J. Machado

Rui M.S. Pereira

Gueorgui Smirnov

Isabel Araújo

Nuno Carvalho

S <sup>2</sup> coverings by isosceles and scalene triangles – adjacency case I

Ars Mathematica Contemporanea | 2019

C.P. Avelino

DOI

Friction properties of polyoxymethylene (POM) materials in dry and lubricated conditions

Lecture Notes in Electrical Engineering | 2019

S.M.M. Sabet

M. Dourado

A. Pereira

A. Silva

F. Carvalho

J. Machado

DOI

Bohler Angle and the Crucial Angle of Gissane in Paediatric Population

Clinical Medicine Insights: Arthritis and Musculoskeletal Disorders | 2019

B. Pombo

L. Costa

DOI

The clinical relevance of PCL index on the reconstruction of anterior cruciate ligament with hamstring tendon autograft

European Journal of Orthopaedic Surgery and Traumatology | 2019

B. Pombo

P. Marques

DOI

Parasympathetic Tone Activity Evaluation to Discriminate Ketorolac and Ketorolac/Tramadol Analgesia Level in Swine

Anesthesia & Analgesia | 2019

Carlos J. Leitão

Juan Rafael Lima-Rodríguez

Fatima Ferreira

Francisco M. Sánchez-Margallo

Luís Antunes

DOI

Environmental and administrative EVIAVE-based approach for landfill siting

Waste Management & Research | 2019

Carlos Monteiro

Carlos Teixeira

Fátima Ferreira

DOI

Generating elastic solutions of the Einstein field equations from the Schwarzschild vacuum solution

International Journal of Geometric Methods in Modern Physics | 2019

DOI

S2 coverings by isosceles and scalene triangles - adjacency case I

Ars Mathematica Contemporanea | 2019

A. F. Santos

Topological complexity of surfaces,

Boletim do CIM | 2019

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