Publications

You can also find my articles on my Google Scholar profile.

Conference Presentations

Light scattering from closely-spaced atom pairs

Published in 57th Annual Meeting of the APS Division of Atomic, Molecular and Optical Physics (DAMOP 2026), 2026

While light scattering is a fundamental phenomenon that has been covered in dozens of references, it has recently become a topic of intense investigation because of its relevance to new technologies…

Recommended citation: Yoo Kyung Lee, Hanzhen Lin, Vitaly Fedoseev, Wolfgang Ketterle, Cicely Motamedi, Nabeel Rasheed, Hrishikesh Malladi. (2026). "Light scattering from closely-spaced atom pairs." APS DAMOP 2026.
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Project Reports

Design and Construction of a Bow-Tie and Superlattices

Published in Visiting Research Student Report - MIT, 2025

Independently designed and bench-tested a Bow-Tie Lattice and superlattice setup for future Quantum-Gas Microscope upgrades in the BEC V lab.

Recommended citation: Hrishikesh Malladi. (2025). "Design and Construction of a Bow-Tie and Superlattices."
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Generation of Rubidium Atom Cloud in a MOT and Magnetic Transport Optimization

Published in Visiting Research Student Report - National Tsing Hua University, 2024

Worked on a BEC experiment, consistently generating an Rb MOT and optimizing atom transfer to the optical dipole trap (ODT), achieving a 60% transfer rate.

Recommended citation: Hrishikesh Malladi. (2024). "Generation of Rubidium Atom Cloud in a MOT and Magnetic Transport Optimization."
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Term Papers

Analytical Investigation of the Bose-Hubbard Model in Quadratic Trap using Mean Field approach

Published in Term Paper - NISER, 2026

Theoretical derivation of the trapped Bose-Hubbard model, focusing on the emergence of the spatially separated “wedding cake” phase architecture. Calculates exact shell radii and density profiles for both spherical and ellipsoidal harmonic traps.

Recommended citation: Hrishikesh Malladi. (2026). "Analytical Investigation of the Bose-Hubbard Model in Quadratic Trap using Mean Field approach."
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Two and Three Body Bound States with Green’s Function Approach

Published in Term Paper - NISER, 2024

Studied the equation of motion for Green’s function in strongly correlated systems, utilizing Berciu’s (2011) approach to analyze few-particle bound states.

Recommended citation: Hrishikesh Malladi. (2024). "Two and Three Body Bound States with Green's Function Approach."
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