Shree Hari Sureshbabu

Applied Research Lead at JPMorgan Chase.

I like to work on computational methods where the physics tells you which answers to trust. At JPMorgan Chase, I work on algorithms for hard optimization problems, from quantum approximate optimization to optimal transport. Independently, I'm also interested in posing similar questions but in condensed matter settings. Specifically, identifying where DFT training labels quietly depend on a fitted parameter in ML models for materials, and what symmetry alone decides about a spin-transport readout.

Computational physics
Optimization algorithms
Physics-informed ML

About

Physics as a lens on computational methods

I'm a computational researcher. My PhD in Electrical and Computer Engineering at Purdue, with Sabre Kais and Zubin Jacob, sat between developing numerical methods for quantum information, electronic structure and photonics. During my Ph.D., I also developed the ML side of HADAR, a thermal-imaging method that was published as a Nature cover article.

At JPMorgan Chase's Global Technology Applied Research center, I work on quantum and classical numerical methods at scale, from quantum optimization to optimal transport solvers for exotic derivative pricing, and methods that has to survive production.

What I work on

Computational materials and physics-informed ML. When a DFT label can be trusted, what symmetry fixes in a transport calculation, and ML models that carry the physics rather than fit around it (HADAR, Nature 2023).

Algorithms for hard optimization. Parameter setting and trainability for QAOA (Quantum 2024, Nature Communications 2024), and solvers for large martingale optimal transport problems.

Quantum information and learning. Variational methods for physical systems.

The thread through all of it is the same question, wherein I'd like to understand what structure does a problem have, which quantities can a method be trusted to get right, and where will it fail without telling you? That question gets sharper in AI for science, where the data a model learns from is itself the output of an approximate calculation.

Research Areas

Three connected threads

Computational Materials and Physics-Informed ML

Auditing where DFT+U training labels depend on a fitted parameter, symmetry-controlled readout in altermagnetic junctions, and physics-informed inverse models for thermal sensing (HADAR, Nature 2023).

DFT+U NEGF ML potentials

Algorithms for Hard Optimization

Parameter-setting heuristics for QAOA, trainability through representation theory, and solvers for optimal transport.

QAOA Optimal transport

Quantum Information and Learning

Variational algorithms for electronic structure and quantum approaches to derivative pricing.

NQS VQE

Research Expertise

Detailed research contributions and publications

Computational Materials and Physics-Informed ML

Machine learning for materials is only as good as the calculations that label it. This work asks where those labels can be trusted, uses symmetry to separate real effects from artefacts of a model, and builds ML that carries physical structure instead of fitting around it.

Label fragility in DFT magnetic moments

Stratified about 26,000 Materials Project structures by theory-chosen features, held out whole physics regions, and ran DFT+U scans in Quantum ESPRESSO to measure how far recorded moments move with U. The failure regions of a finetuned M3GNet and a zero-shot CHGNet line up with ions whose ligand field competes with Hund's coupling at their actual charge state. Then opened CHGNet up with linear probes and activation ablations to ask whether it represents its own error, and which of those representations the network actually computes rather than reads off the chemical formula.

Symmetry-controlled readout in altermagnetic junctions

NEGF transport through a resonant level coupled to two d-wave altermagnetic electrodes. Texture orientation sets the sign of the magnetic readout, and a reflection symmetry forces it to vanish at 45°, checked against a matched ferromagnetic control.

Heat-Assisted Detection and Ranging (HADAR)

Led the machine-learning framework for HADAR. Built TeX-Net, which inverts thermal signals into temperature, emissivity and texture, removing the ghosting that has long limited thermal imaging and giving day-like vision in darkness.

Algorithms for Hard Optimization

Practical algorithms for optimization problems that are expensive to solve well, quantum and classical. The emphasis is on what makes a method trainable and scalable in practice, not just in principle.

Parameter Setting for QAOA

Heuristics for initializing and transferring QAOA parameters on weighted combinatorial problems, cutting the optimization overhead that otherwise dominates, and extending them to the early fault-tolerant regime.

Trainability and Optimization Landscapes

Barren plateaus in variational circuits characterized through the adjoint representation of the circuit's dynamical Lie algebra, and interpolation schedules that carry QAOA parameters across depths.

Optimal Transport for Exotic Derivatives

Model-independent pricing of path-dependent products using optimal transport.

Quantum Information and Learning

What quantum models can learn, what they leak, and where quantum algorithms plausibly help with problems in physics and finance.

Variational Quantum Algorithms for Physical Systems

Doctoral work on variational quantum algorithms and quantum machine learning for electronic structure and many-body physics, including eigenstate filtration in two-dimensional materials, machine learning for photonics, and quantum state representations.

Quantum Algorithms for Derivative Pricing

Option pricing using a Karhunen–Loève expansion of the underlying process, which reduces the resources needed to load path-dependent payoffs.

Personal independent work

Independent studies in computational condensed matter

Improving training data for magnetic property prediction

Materials Project magnetic moments come from DFT+U, with the Hubbard U fitted to reproduce formation energies, not moments. Near a spin-state crossover the moment turns on that choice of U. A different but equally defensible value flips the ion between a high-spin and a low-spin solution, and the database records one of them with no sign that the other exists. I wanted to ask whether models trained on those labels inherit the ambiguity, and whether theory can flag the fragile labels before a single calculation is run. My first hypothesis, d-electron count, was wrong. The one that held is about the ligand field rather than the count. What matters is whether, at an ion's actual charge state, it competes with Hund's coupling. Co³⁺ reaches that regime, Co²⁺ does not, despite sharing d⁷ with Ni³⁺.

Then, trying to keep up with the state of the art interpretability research in large networks, I decided to open the model up to understand whether CHGNet already represents what it gets wrong. It does, though the circuit I first found for it, dissolved under a control I should have run at the start.

DFT+U in Quantum ESPRESSO M3GNet CHGNet Materials Project Linear probes Activation ablation
Read the report
  • −0.34skill on the worst held-out physics stratum, where a random split reports +0.12 and hides it
  • δ = 0.49Cliff's delta separating Co³⁺ from Co²⁺ errors in CHGNet, across 360 materials
  • 66 meVgap between two self-consistent spin states in Li₃CoNi₃O₈, seeded deliberately
  • 0.907AUC that element fractions alone reach on the feature I had built a circuit around, and the whole network adds only 0.009

Orientation-dependent readout in a model altermagnetic junction

Can the orientation of a momentum-dependent spin splitting decide how a junction reads out its magnetic state? In a minimal NEGF model of a d-wave altermagnetic junction, it does. Rotate one electrode's spin texture by 90° and the readout flips sign. Turn it to 45° and the two magnetic states become electrically indistinguishable. That isn't a tuned coincidence. It follows from a reflection symmetry of the transport channels, which the calculation reproduces to floating-point precision.

I got there because an earlier gate-tuned "sweet spot" also showed up in the ferromagnetic control, so it couldn't be telling me anything about altermagnets.

NEGF transport Symmetry analysis Altermagnetism
Read the report
  • ±1.58%readout contrast at 0° and 90°, same size but opposite sign
  • 0 at 45°set by symmetry, zero to numerical precision at every gate energy
  • 3 × 10⁻¹¹largest change in contrast under grid refinement

Selected Publications

Parameter Setting in Quantum Approximate Optimization of Weighted Problems

2024 Quantum
Shree Hari Sureshbabu, Dylan Herman, Ruslan Shaydulin, Joao Basso, Shouvanik Chakrabarti, Yue Sun, Marco Pistoia

Parameter-transfer heuristics that cut the optimization overhead of QAOA on weighted combinatorial problems.

View Publication

Heat-assisted detection and ranging

2023 Nature
Fanglin Bao, Xueji Wang, Shree Hari Sureshbabu, Gautam Sreekumar, Liping Yang, Vaneet Aggarwal, Vishnu N. Boddeti, Zubin Jacob

Led the machine-learning framework. Nature cover story, featured in Nature Podcast and News & Views.

View Publication

Iterative Interpolation Schedules for the Quantum Approximate Optimization Algorithm

2026 ACM Transactions on Quantum Computing
Anuj Apte, Shree Hari Sureshbabu, Ruslan Shaydulin, Sami Boulebnane, Zichang He, Dylan Herman, James Sud, Marco Pistoia

Interpolation schedules that carry QAOA parameters past 1,000 layers.

View Publication

Implementation of Quantum Machine Learning for Electronic Structure Calculations of Periodic Systems on Quantum Computing Devices

2021 J. Chem. Inf. Model.
Shree Hari Sureshbabu, Manas Sajjan, Sangchul Oh, Sabre Kais

Hybrid quantum machine learning for the band structures of hexagonal boron nitride and graphene on IBM-Q.

View Publication

Quantum Machine-Learning for Eigenstate Filtration in Two-Dimensional Materials

2021 JACS
Manas Sajjan, Shree Hari Sureshbabu, Sabre Kais

Quantum machine-learning method for filtering eigenstates of two-dimensional materials.

View Publication

Contact

Happy to talk about research, collaborations, or AI for science

Affiliation

Global Technology Applied Research
JPMorgan Chase