~/talks

Robert Rand

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  • PLanQC3 editions2020–2022
  • POPL2 editions2021–2023

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titleconferencedate
Efficiently Verifying Quantum Programs with Few T GatesVMCAI 20262026-01-12
Mechanized Heisenberg-style logic in the Rocq proof assistant verifies Clifford+T circuits by forwarding conjugation of polystring predicates, targeting…
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Compositional Quantum Control Flow with Efficient Compilation in QunityOOPSLA 20252025-10-16
Implementation of the first Qunity compiler that lowers high-level quantum control into OpenQASM 3 and a set of concrete optimizations. Adds two control…
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A Language for Quantifying Quantum Network BehaviorOOPSLA 20252025-10-16
A domain specific language called PBKAT models Bell pair distribution with probabilistic actions (e.g. create succeeds 0.81, swap 0.6) plus nondeterministic…
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Automated Proof Generation for Associative and Distributive Rewriting with E-GraphsEGRAPHS 20242024-06-24
Encodes a dependently typed DSL for symmetric monoidal categories and the ZX calculus into egglog by computing dependent-type arguments as functions and…
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An Algebraic Language for Specifying Quantum NetworksPLDI 20242024-06-24
Defines BellKAT — a Kleene-algebra based language whose semantics live in a new algebra BellSKA and whose basic primitives are…
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Qunity: A Unified Language for Quantum and Classical ComputingPOPL 20232023-01-15
Qunity defines a unified syntax where sum types → direct sum implements operator sums, exception-handling → projective measurement expresses measurements, and…
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Q*: Implementing Quantum Separation Logic in F*PLanQC 20222022-09-15
Prototype implements quantum separation logic inside F using the Steel library and Z3 for automation, ports Quantum Lib, and adds four quantum actions…
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Extending Gottesman Types Beyond the Clifford GroupPLanQC 20212021-06-22
Extends Gottesman-style types from Clifford-only to universal circuits by adding intersection types plus numeric additive types so T and arbitrary 1‑qubit…
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A Verified Optimizer for Quantum CircuitsPOPL 20212021-01-17
VOQC is a fully verified optimizer for quantum circuits implemented in the Coq proof assistant over the SQIR intermediate language; all transformations are…
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Tracking Errors through Types in Quantum ProgramsPLanQC 20202020-01-19
A type extension records a natural-number k errors on each qubit and a gate annotation for how many errors it adds; implemented in the embedded quantum…
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