Advances on Links Between Mathematics and Industry

lt;b>Peregrina Quintela is BSc Mathematical Sciences by the Universidade de Santiago de Compostela in 1982. She has a PhD in Mathematical Sciences by the Universidad Autónoma de Madrid (Madrid, Spain) in 1986 and is Docteur de l'Université de Paris VI in Mathematics (Université Pierre et Marie Curie, France) since 1988. Currently, Peregrina Quintela is Full Professor of Applied Mathematics at the University of Santiago de Compostela, specialized in mathematical modelling, mathematical analysis, and the numerical simulation of models arising from the fields of Physics, Engineering or Applied Sciences.    In the field of mathematical modelling, she has mainly focused her research on solid thermo-mechanics; laws of linear and nonlinear behaviour (Hooke, Norton Hoff, anisotropy); linear and non-linear boundary conditions (mixed conditions, contact conditions with or without friction); heat transfer phenomena and their coupling with mechanical ones; and cracks analysis and its detection by Rayleigh waves.  In these research fields, she has led or participated in several research projects and contracts with companies dealing with: the simulation of thermo-mechanical deformation in cooling metal casting aluminium (ALCOA-INESPAL); the thermo-hydro-mechanical behavior of the cast process of blast furnaces for steel production (ArcelorMittal); the development of safe packaging systems to ship large stones (VascoGallega de Consignaciones-Kaleido); thermal and mechanical simulation of a heat exchanger (DETEGASA) and thermomechanical deformation of a filter bag structure (SiderNaval). Due to her interest in science transfer she has also been involved in modelling thermoelectric phenomena with phase change arising in the process of electrolysis of aluminium; the thermo-hydrodynamic phenomena to predict the water quality of a lake in an open-cast mine (Lignitos de Meirama); heat transfer coupled to a damage model to assess burns by airbags (Dalphi Metal); optimization of the cut of granite blocks to satisfy an order (Granitos Montefaro) and the training of technicians in the field of business. Her broad interest in research and transference has proved valuable to be up-to-date with her research, and publishing in scientific journals about several topics in which Mathematics are an essential tool. Currently, she is the President of the Spanish Network for Mathematics and Industry (math-in), the Director of the Technological Institute for Industrial Mathematics (ITMATI) and member of the Board of the European Service Network of Mathematics for Industry and The second key experience of their team is its longstanding cooperation with CNES (the French Space Agency) for over one decade, where the team contributed the image restoration chain of the Earth observation satellites SPOT5 and the recently launched Pléiades, and is currently contributing to establish reliable autonomous stereovision algorithms to exploit the tri-stereo Pleiades images. their team has invented for CNES a new and mathematically proven correlation technique which is deposited jointly by UIB and CNES. He has published more than 50 scientific papers in JCR indexed journals and he has directed or co-directed 5 doctoral theses. The collaboration with companies has led to the deposition of 3 patents of which he is co-inventor.
Prof. Bartomeu Coll is a mathematician who did his doctoral thesis in the field of qualitative theory of ordinary differential equations at the Universitat Autonoma of Barcelona (UAB), in 1987. During 1988- 1989 he obtained a post-doctoral fellowship for a stay in Paris with Professor Jean-Michel Morel by starting the investigation in the field of mathematical processing of digital images. Until 2017, He lead an image processing project founded by the Spanish government, which has been renewed every three years since 1998. Now, He participates with half dedication in two national projects, one o

1. Perez, Hector D. and Grossmann, Ignacio E., Recent Advances in Computational Models for the Discrete and Continuous Optimization of Industrial Process Systems.- 2 Casal, G. at al., Optimal Design of a Railway Bypass at Parga, Northwest of Spain.- 3. Parolini, N. et al., Reduced models for liquid food packaging systems.- 4. Martín, E. et al., Reduced order modelling in the manufacturing process of wire rod: Applications for fast temperature predictions and optimal selection of process parameters.- 5. Coroas, C. and Martín, Elena B., Modelling and numerical simulation of the quenching heat treatment. Application to the industrial quenching of automotive spindles.- 6. Alborés, Alfredo R. and Rodríguez, J., Single Particle Models for the Numerical Simulation of Lithium-ion Cells.- 7. Casasnovas, D. and Rivero, Á., Fracture propagation using a phase field approach.- 8. López García, J. and Rivero, Á., Phase space learning with neural networks.