To acquire a good basic knowledge of the Lebesgue integration theory in R^n, of the Fourier theory and of the fundamental results in the study of ordinary differential equations.
Curriculum
teacher profile teaching materials
Reed-Simon
Programme
Lebesgue integration in Rn, Fourier transform, theory of differential equationsCore Documentation
Luigi Chierchia, Analisi matematica dueReed-Simon
Reference Bibliography
Rudin: real and complex analysis Terence Tao: An Introduction to Measure Theory Paolo Aquistapace: Analisi 2Type of delivery of the course
lectures and exercise sessionAttendance
Class lecturesType of evaluation
The written test consists in carrying out exercises on the topics discussed in class. In the oral test the knowledge of the proposed material is verified. For the measure theory part, exercises will be assigned to be done at home and handed in. teacher profile teaching materials
Reed-Simon
Mutuazione: 20410609 AM300 - ANALISI MATEMATICA 5 in Matematica L-35 PROCESI MICHELA
Programme
Lebesgue integration in Rn, Fourier transform, theory of differential equationsCore Documentation
Luigi Chierchia, Analisi matematica dueReed-Simon
Reference Bibliography
Rudin: real and complex analysis Terence Tao: An Introduction to Measure Theory Paolo Aquistapace: Analisi 2Type of delivery of the course
lectures and exercise sessionAttendance
Class lecturesType of evaluation
The written test consists in carrying out exercises on the topics discussed in class. In the oral test the knowledge of the proposed material is verified. For the measure theory part, exercises will be assigned to be done at home and handed in.