Teaching
Adjunct Lecturer @ Columbia University
- Supervised learning (a.k.a. Frameworks & Methods I).
- Unsupervised learning (a.k.a. Frameworks & Methods II).
- Calculus 2 - Summer 2014.
- Matrices and Linear Transformations.
- Differential Equations.
- Multivariate Analysis and Approximation.
- Principles of Real Analysis 2.
- Matrices and Linear Transformations.
- Principles of Real Analysis 1.
- Mathematical Analysis 2.
Publications
[5.] Caroccia, M. and Rinaldi, M. - On the second variation of the fractional perimeter in bounded domains. In preparation.
[4.] Rinaldi, M. - Second order singular perturbation of the type $u'u$ for phase transition models. In preparation.
[3.] Hayrapetyan, G. and Rinaldi, M. - Slow motion for the 1D Swift-Hohenberg equation. J. Differential Equations (2017) Volume 262, Issue 1. CNA preprint 16-CNA-005, ScienceDirect link.
[2.] Murray, R. and Rinaldi, M. - Slow motion for the nonlocal Allen-Cahn equation in n dimensions. Calc. Var. Partial Differential Equations (2016) 55: 147. CNA preprint 15-CNA-020, Springer Link.
[1.] Mugnai, D. and Rinaldi, M. - Spinning Q-balls in Abelian Gauge Theories with positive potentials: existence and non existence.
Calc. Var. Partial Differential Equations (2015) 53:1.
Springer link.
[4.] Rinaldi, M. - Second order singular perturbation of the type $u'u$ for phase transition models. In preparation.
[3.] Hayrapetyan, G. and Rinaldi, M. - Slow motion for the 1D Swift-Hohenberg equation. J. Differential Equations (2017) Volume 262, Issue 1. CNA preprint 16-CNA-005, ScienceDirect link.
[2.] Murray, R. and Rinaldi, M. - Slow motion for the nonlocal Allen-Cahn equation in n dimensions. Calc. Var. Partial Differential Equations (2016) 55: 147. CNA preprint 15-CNA-020, Springer Link.
[1.] Mugnai, D. and Rinaldi, M. - Spinning Q-balls in Abelian Gauge Theories with positive potentials: existence and non existence.
Calc. Var. Partial Differential Equations (2015) 53:1.
Springer link.