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20232026
most citedPrithvi-EO-2.0: A Versatile Multi-Temporal Foundation Model for Earth Observation Applications

22 citations · 55 across the 16 of their papers we have counts for

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6 papers · 1 filter

quant-ph2026

The exact LCU sampling overhead of collective diagonal unitaries: resonances and a continued-fraction dichotomy

Zhihui Wang, Sujit Roy, Manil Maskey +1

The minimal sampling overhead of the quadratic collective phase over one layer of single-qubit rotations is decided by the continued fraction of . Here is a c…

quant-ph2026

Structured Quantum Kernels for Chaotic Forecasting

Zhihui Wang, Sujit Roy, Ata Akbari +2

Quantum kernels promise exponentially large feature spaces, but expressive circuits render their Gram matrices uninformative, bandwidth tuning collapses them toward classical RBF,…

cs.CV2026

Multimodal-Multiresolution Foundation Model for Lunar Remote Sensing

Paolo Fraccaro, Gabby Nyirjesy, Daniela Szwarcman +19

We present a multimodal foundation model for lunar remote sensing, pretrained from scratch on SomBench, a geographically partitioned corpus of nearly two million co-registered tile…

cs.CV2026

SomBench: Benchmark Dataset for Advancing Machine Learning in Lunar Science

Himanshu Patil, Gabby Nyirjesy, Rachel A. Slank +19

Lunar orbital missions, such as Lunar Reconnaissance Orbiter, Kaguya/SELENE, Gravity Recovery and Interior Laboratory, and Lunar Prospector, among others, provide rich multi-instru…

physics.ao-ph2026

Prithvi-Precip: Integrating Satellite Observations into an Atmospheric AI Foundation Model for Precipitation Forecasting

Simon Pfreundschuh, Christian D. Kummerow, Johannes Schmude +5

Accurate precipitation forecasting remains one of the most challenging problems in weather prediction. While recent AI weather prediction (AIWP) systems have achieved substantial i…

cs.LG2026

PDE foundation models are skillful AI weather emulators for the Martian atmosphere

Johannes Schmude, Sujit Roy, Liping Wang +10

We show that AI foundation models that are pretrained on numerical solutions to a diverse corpus of partial differential equations can be adapted and fine-tuned to obtain skillful…