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Mohammad Javad Latifi Jebelli
Postdoctoral Research Associate
Dartmouth College, Department of Mathematics
Office:
Kemeny 209Email:
mohammad.javad.latifi.jebelli@dartmouth.eduTeaching:
Math 35 - Real Analysis (Summer 2025) Math 23 - Differential Equations (Spring 2025) Math 22 - Linear Algebra (Fall 2023) Math 23 - Differential Equations (Spring 2022)Publications
2025
1 Curvature of point clouds , Daniel Rockmore, Jiayi Chen, MJ Latifi Jebelli, 2025 (under review). 2 Symmetric star transforms and the algebraic geometry of their dual differential operators, Gaik Ambartsoumian, Asher Auel, MJ Latifi, 2025 (preprint). 3 Second quantization for classical nonlinear dynamics , Dimitrios Giannakis, MJ Latifi, Michael Montgomery, Philipp Pfeffer, Jörg Schumacher, Joanna Slawinska, 2025 (under review). 4 A Stylometric Application of Large Language Models , Harrison F. Stropkay, Jiayi Chen, MJ Latifi, Daniel N. Rockmore, Jeremy R. Manning, 2025 (under review). 5 On the Literary Landscapes of Vector Embeddings, Daniel Rockmore, Jiayi Chen, Mohammad Javad Latifi Jebelli, Allen Riddell and Harrison Stropkay, Computational Humanities Research, 2025. 2024
6 Tensor network approximation of Koopman operators , Dimitrios Giannakis, MJ Latifi, Michael Montgomery, Philipp Pfeffer, Jörg Schumacher, Joanna Slawinska, 2024, Communications of AMS (Revision in preparation following reviewer comments). 7 Kernel Smoothing Operators on Thick Open Domains , MJ Latifi, Dimitrios Giannakis, 2024, Analysis Mathematica (accepted) 2023
8 Conversations with Flaschka: Kac–Moody groups and Verblunsky coefficients , MJ Latifi, Doug Pickrell, Physica D: Nonlinear Phenomena , Vol 445, 2023. 9 Lattice models and super telescoping formula, MJ Latifi, 2023, preprint. 10 Numerical implementation of generalized V-line transforms on 2D vector fields and their inversions, MJ Latifi, Gaik Ambartsoumian, Rohit Kumar Mishra ,2023. SIAM Journal on Imaging Sciences. 11 Multi-priority Graph Sparsification , MJ Latifi, Reyan Ahmed, Keaton Hamm, Stephen Kobourov, Faryad Darabi Sahneh, Richard Spence, Combinatorial Algorithms, 2023. 2022
12 Exponential of the S^1 trace of the free field and Verblunsky coefficients, MJ Latifi, Doug Pickrell, Rocky Mountain J. Math. 52(3), 2022. 2021
13 Inversion and Symmetries of the Star Transform, G Ambartsoumian, MJ Latifi, The Journal of Geometric Analysis, 31 (2021), pp 11270-11291. 14 Prediction of track geometry degradation using artificial neural network: a case study, MJ Latifi, Hamid Khajehei, Alireza Ahmadi, Iman Soleimanmeigouni, Mohammad Haddadzade, Arne Nissen, International Journal of Rail Transportation, 2022.. 2020
15 Generalized V-line transforms in 2D vector tomography, G Ambartsoumian, MJ Latifi, RK Mishra, Inverse Problems, Vol.36 (10),2020. 16 Graph Spanners: A Tutorial Review, MJ Latifi, Reyan Ahmed, Alon Efrat, Keaton Hamm, Stephen Kobourov, Faryad Darabi Sahneh, Richard Spence, Computer Science Review, 2020. 2019
17 The V-line transform with some generalizations and cone differentiation, G Ambartsoumian, MJ Latifi, Inverse Problems, Vol.35 (3),2019. 18 Approximation algorithms and an integer program for multi-level graph spanners, MJ Latifi, Reyan Ahmed, Keaton Hamm, Stephen Kobourov, FD Sahneh, Richard Spence. Analysis of Experimental Algorithms, SEA 2019. 19 A General Framework for Multi-level Subsetwise Graph Sparsifiers , MJ Latifi, Reyan Ahmed, Keaton Hamm, Stephen Kobourov, Faryad Darabi Sahneh, Richard Spence, 2019. See Google Scholar page for more.
Check out My CV.
Other
- • KSPoly: A python package I created with Dimitris Giannakis to construct smooth representation of polygonal fields using kernel operators.
- • The sound of numbers: A music page I created where users can input a sequence of numbers representing musical notes (various frequencies) and listen to sound of the sequence. The goal is to explore whether the pattern in the sequence produces a harmonious or pleasant melody.
- • Some visualizations that I made for my vector calculus students at University of Arizona.
- • A webpage where you can check the video output of the KSPoly package applied to a sea ice dataset, including the mathematical formulation.
- • Our MURI collaboration group.
Orthogonal Polynomials on \( S^1 \)
In our paper with Douglas Pickrell we introduce a new family of orthogonal polynomials on the unit circle that are associated with the family of measures \( d\mu = (1-cos \theta)^a \frac{d\theta}{2\pi} \) on \( S^1 \), parametrized with \( a>0 \). Above animation visualizes the 5th complex-valued orthogonal polynomial (degree 5) on the circle associated with \( a=1 \). See Orthogonal Polynomials on the Unit Circle: Part 1: Classical Theory by Barry Simon for a list of known examples.
Radars and Autonomous Cars at Lunewave:
The software I implemented during my time (2019) at Lunewave working on Radars and Autonomous Cars. This C++ GUI software is used for the analysis and visualization of Radar data, including algorithms to track and classify objects.