プロフィール詳細

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Mohammad J.に依頼

United States

Math Expert

プロフィール概要

I am a Lecturer in the Department of Mathematics at Rutgers University. I got my Ph.D. in Mathematics from Washington University in St. Louis in 2019. I was then a postdoctoral researcher at Centro de Investigacion en Matematicas (CIMAT), and then a Senior Lecturer in the Department of Mathematics at Vanderbilt University. My background is in Electrical Engineering (BSc and MSc), and I worked as an antenna and radar engineer for three years.

専門分野

• ☆ Applied Mathematics
• ☆ Mathematical Models
• ☆ Mathematical Optimization
• ☆ Mathematical Physics
• ☆ Differential Equations
• ☆ Group Theory
• ☆ Computational Mathematics
• ☆ Pure Mathematics
• ☆ Fractals
• ☆ Number Theory
• ☆ Categorical Algebra
• ☆ Algebra
• ☆ Calculus
• ☆ Mathematical Analysis
• ☆ Geometry
• ☆ Mathematical Logic
• ☆ Topology
• ☆ Graph Theory
• ☆ Discrete Mathematics
• ☆ Integral Equations

サービス

• Writing
• Research
• Consulting
• Data & AI

Writing Technical Writing

Research Scientific and Technical Research

Consulting Scientific and Technical Consulting

Data & AI Statistical Analysis, Data Mining

職務経験

Lecturer

Rutgers University - Busch Campus

10月 2022 - 現在

Senior Lecturer

Vanderbilt University

1月 2022 - 8月 2022

Postdoctoral Researcher

Centro de Investigacion en Matemáticas

8月 2019 - 12月 2021

学歴

PhD (Mathematics)

Washington University in St Louis

1月 2015 - 8月 2019

MSc (Mathematics)

University of Tehran

2009 - 2011

MSc (Electrical Engineering)

Sharif University of Technology

2005 - 2008

BSc (Electrical Engineering)

University of Tehran

2000 - 2005

認定資格

• 認定資格の詳細は未入力です。

出版物

JOURNAL ARTICLE

Mohammad Jabbari, Xiang Tang (2023). Perturbations of principal submodules in the Drury–Arveson space . Journal of Noncommutative Geometry.

Mohammad Jabbari(2022). p-Summable Commutators in Bergman Spaces on Egg Domains . Complex Analysis and Operator Theory. 16. (2). Springer Science and Business Media {LLC}

Mohammad Jabbari(2022). Essential normality of Bergman modules over intersections of complex ellipsoids . Studia Mathematica. Institute of Mathematics, Polish Academy of Sciences

An index theorem for quotients of Bergman spaces on egg domains @article{2021, doi = {10.2140/akt.2021.6.357}, url = {https://doi.org/10.2140%2Fakt.2021.6.357}, year = 2021, month = {aug}, publisher = {Mathematical Sciences Publishers}, volume = {6}, number = {2}, pages = {357--380}, author = {Mohammad Jabbari and Xiang Tang}, title = {An index theorem for quotients of Bergman spaces on egg domains}} . Annals of K-Theory.

Jabbari, Mohammad (2019). Index Theory for Toeplitz Operators on Algebraic Spaces . Washington University in St. Louis. Washington University in St. Louis

Douglas, R.G., Jabbari, M., Tang, X., Yu, G.(2018). A new index theorem for monomial ideals by resolutions . Journal of Functional Analysis. 275. (3). Microsoft.AspNetCore.Mvc.Localization.LocalizedHtmlString 735-760.