Meetings/Workshops on Calculus, Differential Equations and Integration in Italy

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1.
 
Nonlinear Analysis in Rome
ID
881267
Dates
26 Jun 2017 - 30 Jun 2017
Location
Rome, Italy
Abstract
The goal of the meeting is to bring together researchers in nonlinear PDE, geometric analysis, and mathematical physics. To provide a more in-depth view of some aspects of these fields we will have two three-hour minicourses: Luigi Ambrosio (SNS—Pisa): Optimal Transport and Ricci curvature; Tristan Riviere (ETH—Zurich): Minmax Methods in the Calculus of Variations of Curves and Surfaces. In addition, there will be one-hour research talks by leading experts and short communication sessions for young researchers to present their work. More information can be found at the conference website. Thanks to the support of the National Science Foundation, we will be able to support the participation of US-based grad students and postdocs has been approved. Please apply at the conference website; the deadline is March 1, 2017.
Related subject(s)
2.
 
XX Summer Diffiety School
ID
881408
Dates
20 Jul 2017 - 31 Jul 2017
Location
Ex Colonia Ferrarese, Lizzano in Belvedere (BO), Italy
Abstract
The aim of this permanent School is to introduce undergraduate and PhD students in mathematics and physics as well as post-doctoral researchers in a specific area of Mathematics and Theoretical Physics: Secondary Calculus. A diffiety is a geometrical object that properly formalizes the concept of the solution space of a given system of (nonlinear) PDEs, much as an algebraic variety does with respect to solutions of a given system of algebraic equations. Secondary Calculus is a natural diffiety analogue of the standard calculus on smooth manifolds, and as such leads to a very rich general theory of nonlinear PDEs. Moreover, it appears to be a natural language for quantum physics, just as the standard calculus is the natural language for classical physics.

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Last updated: 28 February 2017