Paper · P12
Doliskani, Mirzaei & Mousavi (2025)
Jake Doliskani; Morteza Mirzaei; Ali Mousavi · 2025-03-24 (v1); v4 2026-03-13
- Status
- ABSTRACT READOnly the abstract (and possibly skimmed PDF) was read; theorem details are not verified.ABSTRACT_READ; PDF downloaded
- Game
- none stated
- Anchor
- —
- Source file
- research/PRIOR_ART_MATRIX.csv
Precise theorem
Public-key quantum money from group actions + quantum Hartley transform (adapts Zhandry 2024); new verification with group-action twists; recursive QHT (abstract).
Citations
Record
Every field of the source record, in file order.
- Canonical linkcanonical_link
https://arxiv.org/abs/2503.18890
- Authorsauthors
Jake Doliskani; Morteza Mirzaei; Ali Mousavi
- Publication datepublication_date
2025-03-24 (v1); v4 2026-03-13
- Versionversion
arXiv v4
- Correction statuscorrection_status
4 revisions; not diffed
- Input modelinput_model
group-action money states with real amplitudes
- Verifier modelverifier_model
public
- Adversary capabilitiesadversary_capabilities
as in Zhandry model
- Tested parameterstested_parameters
none
- Proof dependenciesproof_dependencies
Zhandry group-action framework
- Datasetsdatasets
none
- Codecode
none
- Licenselicense
arXiv CC BY 4.0
- Limitationslimitations
Theory; computational assumptions.
- What QMint addswhat_QMint_adds
Nothing; optional gate-cost comparison.
- Access statusaccess_status
ABSTRACT_READ; PDF downloaded
- Qmint gameqmint_game
none