CODE 109070 ACADEMIC YEAR 2025/2026 CREDITS 12 cfu anno 1 MATEMATICA 11907 (LM-40 R) - GENOVA LANGUAGE Italian TEACHING LOCATION GENOVA MODULES Questo insegnamento è composto da: INVERSE PROBLEMS AND APPLICATIONS NUMERICAL SOLUTION OF DIFFERENTIAL EQUATIONS OVERVIEW The course is made up of two modules, culturally connected but completely independent. Please consult the module data sheets for specific details. AIMS AND CONTENT LEARNING OUTCOMES This course aims to equip students with tools and techniques essential for addressing the most relevant numerical problems in applied mathematics: on one hand the direct problem (given the cause of a phenomenon, to determine its effects) which is often modeled through partial differential equations (PDE), on the other hand the inverse problem (from the observation of the effects, to determine the quantities that cause them) which often does not verify the definition of well-posedness. TEACHERS AND EXAM BOARD CLAUDIO ESTATICO Ricevimento: Students may contact the professor by e-mail. FEDERICO BENVENUTO FABIO DI BENEDETTO Ricevimento: Reception hours: 13-14 on lesson days, prior to email confirmation. PAOLA FERRARI EXAMS EXAM DESCRIPTION The final grade is given by the arithmetic mean (rounded up) of the exams of the two modules, which can be taken in any order and in a completely independent way. For the exam description of the two single modules, please see the specific teaching schedule of each module. Students with DSA certification ("Specific Learning Disorders"), disability or other special educational needs are advised to contact the teachers at the beginning of the course to agree on teaching and examination methods that, in compliance with the teaching objectives, take account of individual learning arrangements and provide appropriate compensatory tools. Such aids will be defined according to specific needs, together with the Referent for the School of the Committe for the inclusion of Students with Disabilites and with SLD. Students in such conditions are invited to get in touch (via e-mail) with the Teacher at least 7 days before the examination. ASSESSMENT METHODS For the assesment method of the two single modules, please see the specific teaching schedule of each module.
