Mahsa Barzegar-Keshteli

Skilled in managing and conducting complex research projects across diverse scientific disciplines. Possess strong analytical abilities, adept at data collection, analysis, and interpretation to drive project objectives. Demonstrated capacity for critical thinking and problem-solving to advance scientific understanding and application. Contributed to significant improvements in research methodology and efficiency in previous roles, enhancing overall project outcomes.

• Recipient of Bonn Cologne Graduate School's Scholarship, 2015-2018
• Ranked 253th Among more than 126,000 participants in Konkour, Summer 2010
• Awarded in the first round of 26th National Physics and Mathematics Olympiad, 03/01/08

• String-Math annual conference, Hamburg, 07/24/17 - 07/29/17
• Pre-StringMath Summer School, Hamburg, 07/17/17 - 07/22/17
• Summer School 'Degeneration of Calabi-Yau varieties and arithmetic', Freiburg, 10/09/17 - 10/13/17
• Workshop on Advanced Methods in Theoretical Neuroscience, Göttingen, 07/09/19 - 07/12/19

• Persian, native
• English, fluent, 108, 29, 30, 27, 22, 326, 157, 169
• German, fair

Review literature of Conformal Field Theories and Minimal Models, Prof. Dr. Klemm

• Advanced Quantum Mechanics (Graduate Course), Winter Semester 2016 - 2017
• General Relativity (Graduate Course), Summer Semester 2017
• Theoretical Particle Physics (Graduate Course), Winter Semester 2018 - 2019
• Theoretical Particle Physics (Graduate Course), Winter Semester 2017 - 2018
• General Relativity (Graduate Course), Summer Semester 2018

• Research assistantship at CAESAR institute, 02/01/19, Present, Computational modelling of olfactory bulb. Searching for a plausible connectivity in glomerulus containing three Periglomerular cells that agrees with experimental data. Using firing rate and compartmental models of the cells in MATLAB and NEURON. Using unsupervised learning techniques for categorising the allowed models and making a deduction about general properties of the real model., Dr. Kevin Briggman
• Master Thesis, 06/01/17, 06/30/18, Computations of Feynman Amplitude via Combinatorics and Mirror Symmetry: Relating Feynman amplitudes to periods of manifolds, and using differential equation of periods and Mirror Symmetry techniques for their computation., Prof. Dr. Albrecht Klemm