### (2018)

- - Ph.D thesis presentation.
- Place: Stockholms universitet, Sweden
- Date: June 08, 2018.
- - Title: Computing isomorphism classes of abelian varieties over finite fields.
- Place:
*Number Theory Seminar, SU and KTH*, Stockholm, Sweden. - Date: May 02, 2018.
- - Title: Isomorphism classes of Abelian varieties over finite fields.
- Place:
*The 4th meeting of the Roman Number Theory Symposium*, Rome, Italy. - Date: April 18, 2018.
### (2017)

- - Title: Introduction to modular forms.
- Place:
*SMC Pre-colloquium*, Stockholm, Sweden. - Date: September 27, 2017.
- - Title: Computing isomorphism classes of abelian varieties over finite fields.
*Slides* - Place:
*AGC²T 2017*, CIRM, Luminy, France. - Date: June 21, 2017.
### (2016)

- - Title: The ideal class monoid of an order in a number field.
- Place:
*Welcome Home 2016*, Università di Torino, Turin, Italy. - Date: December 21, 2016.
- - Title: Isomorphism classes of abelian varieties over finite fields.
- Contributed talk:
*PIMS Summer School in Explicit Methods for Abelian Varieties*, - Place: University of Calgary, Canada.
- Date: June 18, 2016.
- - Licentiate thesis presentation.
- Place: Stockholms universitet, Sweden
- Date: June 13, 2016.
- - Title: Ideal class monoid of an order in number fields.
- Contributed talk:
*Stockholm-Uppsala Mini-Conference*, - Place: Stockholms universitet, Sweden
- Date: May 12, 2016.
- - Title: Introduction to category theory.
- Place:
*SMC Pre-colloquium*, AlbaNova, Stockholm, Sweden. - Date: March 9, 2016.
### (2015)

- - Title: Isomorphism classes of (principally polarized) abelian varieties over finite fields.
- Place:
*Welcome Home 2015*, Università di Torino, Turin, Italy. - Date: December 22, 2015.

- - Computing (isomorphism classes of) polarized abelian varieties over finite fields.
- - Ideal Class Monoid of orders in (product of) Number Fields.

**Preprints, on arXiv**- - Marseglia, S. (2018).
*Computing the ideal class monoid of an order* - - Marseglia, S. (2018).
*Computing square-free polarized abelian varieties over finite fields* **Preprints, available upon request. To appear in my Ph.D thesis.**- - Marseglia, S. (2018). Computing abelian varieties over finite fields isogenous to a power
- - Marseglia, S. (2018). Computing base extensions of ordinary abelian varieties over a finite field
**Theses**- - 2018, Doctoral Thesis:
*Computing abelian varieties over finite fields* - - 2016, Licentitate Thesis:
*Isomorphism classes of abelian varieties over finite fields* - - 2013, Master Thesis:
*Super-multiplicativity of ideal norms in number fields*

- - Here you can find the Magma code to compute isomorphism classes of fractional ideals and the isomorphism classes of abelian varieties over a finite fields.
- - In the .zip file there are the .m files containing the code and a .txt file with examples showing what can you do with the code.
- - Magma code (.zip)
- - Don't hesitate to contact me if you have questions and/or comments!

- - Organizers of:
*Mini-Conference for PhD-Students in Mathematics*University of Stockholm. May 22-23 2017. - - Co-organizer of the Math-PhD seminar at Stockholm University (2016-2018)
- - Secretary of the PhD council at the Math Department (2016-2018)