OVERVIEW

Language: Italian

AIMS AND CONTENT

TEACHING METHODS

Teaching style: In presence

SYLLABUS/CONTENT

TO BE UPDATED

Introduction about topological vector spaces and locally convex topological vector spaces; metrizability. Frechet spaces. Spaces of test functions. Results on density. Definition of distribution. Order of a distribution. Positive distributions. Finite density distributions. Distributions with compact support. Calculus with distributions. Tensorial product of two distributions. Derivative. Study of some differential equations. Topology of D’. Convolution. Fourier transform. Sobolev spaces.

TEACHERS AND EXAM BOARD

Exam Board

GIANFRANCO BOTTARO (President)

ANDREA BRUNO CARBONARO (President)

GIANCARLO MAUCERI

LESSONS

LESSONS START

February 27, 2017

Class schedule

ADVANCED ANALYSIS 1

EXAMS

Exam schedule