Programma

Evolution equations of Mathematical Physics: transport, wave and heat equations. Introduction to quantum mechanics. Fourier transform

Testi Adottati

[B] P. Butta', Note del corso di Fisica Matematica
[Cr] W. Craig, A course on Partial Differential Equations
[L1] V. Lubicz, Apppunti di Meccanica Quantistica

Modalità Erogazione

Classes will be held regularly on campus. However they will also be available online and recorded.

Modalità Frequenza

Attendance is not mandatory but strongly suggested

Modalità Valutazione

The exam consists in a written test, possibily split into two midterms, and in an oral exam in which the student will discuss the material presented in class

Programma

Introduction to the study of partial derivative equations in mathematical physics. Wave equation: transport; wavefront; conservation laws; Duhamel's principle. Heat equation: heat core; maximum principle; entropy. Introduction to quantum mechanics: historical background, free Schroedinger equation, Stern-Garlach experiment, postulates of quantum mechanics, properties of Hilbert spaces, harmonic oscillator, hydrogen atom.

Programma

Evolution equations of Mathematical Physics: transport, wave and heat equations. Introduction to quantum mechanics. Fourier transform

Testi Adottati

[B] P. Butta', Note del corso di Fisica Matematica
[Cr] W. Craig, A course on Partial Differential Equations
[L1] V. Lubicz, Apppunti di Meccanica Quantistica

Modalità Erogazione

Classes will be held regularly on campus. However they will also be available online and recorded.

Modalità Frequenza

Attendance is not mandatory but strongly suggested

Modalità Valutazione

The exam consists in a written test, possibily split into two midterms, and in an oral exam in which the student will discuss the material presented in class

Programma

Introduction to the study of partial derivative equations in mathematical physics. Wave equation: transport; wavefront; conservation laws; Duhamel's principle. Heat equation: heat core; maximum principle; entropy. Introduction to quantum mechanics: historical background, free Schroedinger equation, Stern-Garlach experiment, postulates of quantum mechanics, properties of Hilbert spaces, harmonic oscillator, hydrogen atom.

Programma

Evolution equations of Mathematical Physics: transport, wave and heat equations. Introduction to quantum mechanics. Fourier transform

Testi Adottati

[B] P. Butta', Note del corso di Fisica Matematica
[Cr] W. Craig, A course on Partial Differential Equations
[L1] V. Lubicz, Apppunti di Meccanica Quantistica

Modalità Erogazione

Classes will be held regularly on campus. However they will also be available online and recorded.

Modalità Frequenza

Attendance is not mandatory but strongly suggested

Modalità Valutazione

The exam consists in a written test, possibily split into two midterms, and in an oral exam in which the student will discuss the material presented in class

Programma

Introduction to the study of partial derivative equations in mathematical physics. Wave equation: transport; wavefront; conservation laws; Duhamel's principle. Heat equation: heat core; maximum principle; entropy. Introduction to quantum mechanics: historical background, free Schroedinger equation, Stern-Garlach experiment, postulates of quantum mechanics, properties of Hilbert spaces, harmonic oscillator, hydrogen atom.