activity
20222026
most citedQurts: Automatic Quantum Uncomputation by Affine Types with Lifetime

2 citations · 4 across the 7 of their papers we have counts for

collaborators

7 papers

cs.PL2026★ 1 cited

Causality in Pure Quantum Computation with Quantum Control

Kengo Hirata, Takeshi Tsukada

Indefinite causal order is a characteristic phenomenon in quantum computation, with examples including the quantum SWITCH and the OCB process. Not all such processes are believed t…

cs.PL2026

Programming with Quantum-Controlled Quantum Channels

Kengo Hirata, Takeshi Tsukada

In contrast to a classical bit, which can only take the value or , its quantum counterpart -- a qubit -- can exist in a superposition of and . This is a superposition…

cs.LO2026

Full Definability in a Profunctorial Model

Takeshi Tsukada, Kazuyuki Asada, Kengo Hirata

A semantic model enjoys full definability if every semantic element in the model is a denotation of some proof or program. Full definability indicates that the model captures progr…

cs.PL2025★ 1 cited

RapunSL: Untangling Quantum Computing with Separation, Linear Combination and Mixing

Yusuke Matsushita, Kengo Hirata, Ryo Wakizaka +1

Quantum Separation Logic (QSL) has been proposed as an effective tool to improve the scalability of deductive reasoning for quantum programs. In QSL, separation is interpreted as d…

cs.PL2024★ 2 cited

Qurts: Automatic Quantum Uncomputation by Affine Types with Lifetime

Kengo Hirata, Chris Heunen

Uncomputation is a feature in quantum programming that allows the programmer to discard a value without losing quantum information, and that allows the compiler to reuse resources.…

math.CT2023

Generalization of formal monad theory to lax functors

Kengo Hirata

We study lax functors between bicategories as a generalized concept of monads and describe generalized notions and theorems of formal monad theory for lax functors. Our first appro…

math.CT2022

Notes on Lax Ends

Kengo Hirata

In enriched category theory, the notion of extranatural transformations is more fundamental than that of ordinary natural transformations, and the ends, the universal extranatural…