Direttore Vicario: Prof. Gabriele Grillo
Responsabile Gestionale: Dr.ssa Franca Di Censo





Presentati i progetti Polisocial Award – il Progetto TEEN vincitore della competizione


quando la matematica prende forma…….





Colazione in laboratorio: il Rettore incontra il QFinLab


4 ottobre 2017: la prima CACCIA AL TESORO FINANZIARA



Meet Me Tonight 2017
29 & 30 settembre Giardini Indro Montanelli


Colazione al Lab Mox: il rettore incontra i giovani ricercatori
25 luglio 2017


PhD and PostDoc Positions at MOX – ERC Project iHEART


MOOC “Finanza per Tutti”


Il Corso di Studi in Architettura incontra Massimo Osanna
giovedì 18 maggio alle ore 14.15 in aula 9.02


Euler Lecture 2017 tenuta da A. Quarteroni


Sentire la Matematica
Un Week End di Matematica e Arte


ERC Advanced Grant ad Alfio Quarteroni


presso lo stand di Ingegneria Matematica (posizionato nel chiostro dell’edificio 3)


Al Dr. Mikel Landajuela, postdoc al MOX, è stato assegnato il SMAI-GAMNI prize 2017 per la migliore tesi di dottorato francese dell’anno in metodi numerici per scienze meccaniche e di ingegneria


Polimi Finance Lunch Seminar 2017


Seminari di Cultura Matematica anno 2017 XVI ciclo
a cura di Anna Maria Paganoni e Giulio Magli


Incontro con Syusy Blady
25 gennaio 2017 – ore 15.00 Aula Rogers – Via Ampere 2


  Dicono di noi…

Prossimi Eventi

  • gen 07 lun 2019

    Guido Kings, The birch-swinnerton-dyer conjecture, some recent progress,  07-01-2019, ore 16:00
    logo matematica
    • Seminar
    • Guido Kings
    • Università di Regensburg
    • The birch-swinnerton-dyer conjecture, some recent progress
    • Lunedì 7 gennaio 2019 alle ore 16:00
    • Aula C, Dipartimento di Matematica, Via C. Saldini 50, Milano
    • Abstract
      Finding rational solutions of polynomial equations is one of the most difficult questions in arithmetic geometry. The Birch-Swinnerton-Dyer conjecture (one of the millennium problems) proposes an answer to this question in the case of elliptic curves. In the last years, using techniques like Euler systems in combination with methods involving p-adic families of modular forms, new insights and results concerning refinements of this conjecture were obtained.

      In this talk we want to give an introduction to the Birch-Swinnerton-Dyer conjecture, avoiding all technicalities and review what is known about it. In the end we want to explain the ideas which lead to new results on a refinement of the Birch-Swinnerton-Dyer conjecture.
    • Politecnico di Milano, Dipartimento di Matematica via Bonardi 9, 20133 Milano – Telefono: +39 02 2399 4505 – Fax: +39 02 2399 4568

  • gen 23 mer 2019

    MOX Seminar Series
    Luc Giraud, Dealing with unreliable computing platforms at extreme scale,  23-01-2019, ore 14:00
    logo matematica
    MOX Fluids

    • MOX Seminar Series
    • Luc Giraud
    • INRIA (Inria Bordeaux – Sud-Ouest)
    • Dealing with unreliable computing platforms at extreme scale
    • Mercoledì 23 gennaio 2019 alle ore 14:00
    • Aula consiglio VII piano
    • Abstract
      The advent of extreme scale computing platforms will require the use of parallel resources at an unprecedented scale. On the technological side, the continuous shrinking of transistor geometry and the increasing complexity of these devices affect dramatically their sensitivity to natural radiation leading to a high rate of hardware faults, and thus diminish their reliability. Handling fully these faults at the computer system level may have a prohibitive computational and energetic cost.
      High performance computing applications that aim at exploiting all these resources will thus need to be resilient.
      In this talk, we will first give an overview of the current trends towards exascale. We will discuss the new challenges to face in terms of platform reliability and associated variety of possible faults. We will then discuss some of the solutions that have been proposed to tackle these errors before discussing in more details some contributions in sparse numerical linear algebra.
      First, in the context of computing node crashes, we will discuss possible remedies in the framework of linear system or eigenproblem solutions, that are the inner most numerical kernels in many scientific and engineering applications and also ones of the most time consuming parts.
      Second, we will discuss a somehow more challenging problem related to silent transient soft-errors produced by natural radiation and consisting in a bit-flip in a memory cell producing unexpected results at the application level. In that context we will consider the conjugate gradient (CG) method that is the most widely used iterative scheme for the solution of large sparse systems of linear equations when the matrix is symmetric positive definite. We will investigate through extensive numerical experiments the sensitivity of of CG to bit-flips and further discuss possible numerical criteria to detect the occurrence of such faults.
      The above mentioned research activities have been conducted in collaboration with many colleagues including E. Agullo (Inria), S. Cools (University of Antwerpen), E. Fatih-Yetkin (Kadir Has University), P. Salas (CERFACS), W. Vanroose (University of Antwerpen) and M. Zounon (NAG).
    • Luc Giraud
      CV: Luc Giraud got his PhD from the Institut National Polytechnique de Toulouse in 1991, he then joint CERFACS as a post-doc, then senior researcher and deputy project leader.
      In 2005, he left for a full professor position in applied mathematics in the engineer School ENSEEIHT. He joint Inria in 2009 where he leads the Inria project team HiePACS that works on the design of scalable numerical techniques for emerging parallel computers. His main research interests are in numerical linear algebra with applications in various engineering domains.
      He currently serves on the editorial board of SIAM SISC and SIMAX.
    • Politecnico di Milano, Dipartimento di Matematica via Bonardi 9, 20133 Milano – Telefono: +39 02 2399 4505 – Fax: +39 02 2399 4568

Didattica Innovativa


Corso di studi
Ingegneria Matematica

Dottorato di Ricerca
Modelli e Metodi Matematici
per l’Ingegneria

AIM Associazione degli Ingegneri Matematici
Associazione degli
Ingegneri Matematici