2. Professors
  3. ZAMPOLI Vittorio
  4. Curriculum

Curriculum

Vittorio ZAMPOLI Curriculum

  • Degree (cum laude) in Mechanical Engineering in 2003; PhD in Mathematics in 2008.
  • In the early stage of the academic career, holder of collaboration contracts for research activities in the Italian SSD MAT/05 (Mathematical Analysis) and MAT/07 (Mathematical Physics) at Università degli Studi di Salerno, and in the SSD MAT/09 (Operational Research) at Università della Calabria. Subsequently, Assistant Professor RTD/A (2015/2018) and RTD/B (2020/2023) in the SSD MAT/07 at DIEM, Università degli Studi di Salerno.
  • Currently, Associate Professor in the SSD MATH-04/A (Mathematical Physics) at DIEM, Università degli Studi di Salerno.
  • National scientific qualification for Full Professor (Abilitazione scientifica nazionale) in Mathematical Physics, year 2023.
  • Member of the teaching board of the Doctorate in Sciences and Environmental, Construction and Energy Engineering/SIACE, Università della Calabria.
  • To date, author/co-author of about 60 scientific publications, most of them indexed in Scopus and Web of Science, as well as reviewer for several international journals.
  • Over the years, Teaching Professor at Università degli Studi di Salerno and at Università della Calabria in Mathematical Analysis, Linear Algebra and Mathematical Physics.
  • Associations and research groups: Unione Matematica Italiana/UMI since 2006; Gruppo Nazionale per la Fisica Matematica/GNFM (INdAM) since 2008; Società Italiana di Matematica Applicata e Industriale/SIMAI since 2014; Associazione Italiana di Meccanica Teorica e Applicata/AIMETA since 2021.
  • Registered in the Albo Docenti (DPR n. 382/1980) Ordine degli Ingegneri della Provincia di Salerno, n. 4550.
  • Technical expert in environmental acoustics (L. 26/10/1995 n. 447 art. 2, commi 6 e 7. Regione Campania, Ref. List number: 473/05; ENTECA Registration number: 8765).
  • Main research areas: Continuum mechanics and thermomechanics, with particular reference to the study of well-posedness as well as to wave propagation phenomena.