ANAP | Analysis and Applications

About

The group of Analysis and Applications is composed of 27 PhD members, 4 PhD students  and 2 scholarship.

The members of this group have long last collaborations with national and foreign researchers and work in a wide variety of topics in fundamental and applied analysis as well as in multidisciplinary applications. The research subjects include Dynamical Systems, Differential Equations, History of Mathematics, Hypercomplex Analysis, Kinetic Theory, Modelling, Numerical Analysis, Orthogonal Polynomials, Robotics, and Scientific Computing.

Coordinator

PHD Members

Non PHD Members

Useful Links

Former group webpage

Last Publications

Recent Developments on the Modelling of Cell Interactions in Autoimmune Diseases

From Particle Systems to Partial Differential Equations. ICPS 2019, ICPS 2018, ICPS 2017. Springer Proceedings in Mathematics & Statistics | 2021

Carolina Ribeiro

Fernanda Costa

A Sturm‐Liouville equation on the crossroads of continuous and discrete hypercomplex analysis

Mathematical Methods in the Applied Sciences | 2021

Isabel Cação

Helmuth Malonek

Graça Tomaz

DOI

Correction to: On Nonlocal Variational and Quasi-Variational Inequalities with Fractional Gradient (Applied Mathematics & Optimization, (2019), 80, 3, (835-852), 10.1007/s00245-019-09610-0)

Applied Mathematics and Optimization | 2021

J.F. Rodrigues

DOI

Optimal control model of immunotherapy for autoimmune diseases

Math Meth Appl Sci. | 2021

Carolina Ribeiro

Maria Costa

The gluing orbit property and partial hyperbolicity

Journal of Differential Equations | 2021

Thiago Bomfim

Paulo Varandas

The closing lemma and the planar general density theorem for sobolev maps

Proceedings of the American Mathematical Society | 2021

M. Bessa

DOI

Topological aspects of incompressible flows

Journal of Differential Equations | 2021

Mário Bessa

Paulo Varandas

Discrimination of idiopathic Parkinson’s disease and vascular parkinsonism based on gait time series and the levodopa effect

Journal of Biomechanics | 2021

DOI

A Human-like Upper-limb Motion Planner: Generating naturalistic movements for humanoid robots

International Journal of Advanced Robotic Systems | 2021

Gianpaolo Gulletta

Eliana Silva

Ruud Meulenbroek

Maria Costa

Estela Bicho

DOI

Stationary measures on infinite graphs

Communications in Contemporary Mathematics | 2021

Alexandre Baraviera

Pedro Duarte

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