Geometry-Algebra In Applications
 
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Dott.ssa Eulàlia Tramuns Figueras ,
On the axiomatization of origami and other geometric instruments
Tuesday, May 30, 2017, time 14:30 o'clock
aula F. Saleri - 6° piano - edificio 14 - Nave

Dott.ssa M.L. Sonia Spreafico ,
Didattica con l'origami in università
Tuesday, May 30, 2017, time 15:15
aula F. Saleri - 6° piano - edificio 14 - Nave

Paolo Finotelli, Politecnico di Milano
EXPLORING FUNCTIONAL CONNECTIVITY USING A NOVEL GRAPH MODEL: PRESENT APPLICATIONS AND FUTURE PERSPECTIVES
Thursday, April 21, 2016, time 14:30 o'clock
Aula Seminari del terzo piano del Dipartimento di Matematica del Politecnico di Milano (via Bonardi 9, MIlano, Edificio 14 “La Nave”)
  Abstract

Vincenzo Recupero, Politecnico di Torino
Analytic semigroups in the noncommutative framework
Tuesday, January 12, 2016, time 11:00 o'clock
Aula seminari del 6 piano, Dipartimento di Matematica, Via Bonardi 9, Milano
  Abstract

Paula Cerejeiras, Uwe Kaehler, University of Aveiro
Course: Clifford analysis techniques in image processing
Monday, November 23, 2015, time 14:30
Aula seminari del 3 piano
Presentation
  Abstract
The course is intended to give an overview of applications of Clifford analytic methods to problems in signal and image processing. Since the principal fields of application are currently in the area of encoding of color image and edge detection we shall present examples of Clifford analytic methods for these problems. In the case of color imaging we will discuss the problem of sparse representation and applications of compressed sensing methods. For edge detection we introduce the monogenic signal and construct appropriate frames for it. Two principal examples of such frames will be given: Monogenic wavelets and monogenic curvelets. Since Clifford analysis techniques are strongly linked with geometric aspects of the underlying space we will show the limits of these approaches by discussing the problem of constructing monogenic shearlets. If there is time we intend to discuss also the natural question of the corresponding coorbit space theory. In any case we are going to show the practical problems arising in the implementation of these methods and give some examples in Matlab. The schedule of the course is availaible at the link https://www.mate.polimi.it/upload/Clifford%20analysis%20techniques%20in%20image%20processing.pdf

Daniel Alpay, Ben Gurion University, Beer Sheva
Reproducing kernel Hilbert spaces, linear (deterministic and stochastic) systems and inverse scattering
Thursday, September 18, 2014, time 14:30 o'clock
Aula Seminari del 3 piano Dip. Matematica (Ed. 14)
  Abstract

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Dipartimento di Matematica "Francesco Brioschi" - Politecnico di Milano