Видео ютуба по тегу Hidden Subgroup Problem

Subgroups in Group Theory | Order of Group, Subgroup Tests & Center | B.Sc. 1st Year Maths
Subgroups in Group Theory | Order of Group, Subgroup Tests & Center | B.Sc. 1st Year Maths
Tudor Giurgica-Tiron "The state hidden subgroup problem and an efficient algorithm for [...]"
Simon's Algorithm (QC-11)
Simon's Algorithm (QC-11)
Adam Bouland: "The state hidden subgroup problem and an efficient algorithm..." (QIP 2025)
Demonstration of Algorithmic Quantum Speedup for an Abelian Hidden Subgroup Problem
Demonstration of Algorithmic Quantum Speedup for an Abelian Hidden Subgroup Problem
20250429 Shor's algorithm and abelian hidden subgroup in mandarin
20250429 Shor's algorithm and abelian hidden subgroup in mandarin
discrete log and comment on non abelian hidden subgroup in mandarin
discrete log and comment on non abelian hidden subgroup in mandarin
2025 KMS Spring Meeting (Sekang Kwon)
2025 KMS Spring Meeting (Sekang Kwon)
How to Locate Unentanglement | Quantum Colloquium
How to Locate Unentanglement | Quantum Colloquium
Simon's algorithm mandarin and hidden subgroup problem
Simon's algorithm mandarin and hidden subgroup problem
The hidden subgroup problem
The hidden subgroup problem
Hidden Subgroup Problem - Part 2 #CH30SP #swayamprabha
Hidden Subgroup Problem - Part 2 #CH30SP #swayamprabha
Hidden Subgroup Problem - Part 1 #CH30SP #swayamprabha
Hidden Subgroup Problem - Part 1 #CH30SP #swayamprabha
Information compression via hidden subgroup quantum autoencoders by Fei Meng
Information compression via hidden subgroup quantum autoencoders by Fei Meng
Inference from interference: hidden subgroups as a learning problem - Maria Schuld
Inference from interference: hidden subgroups as a learning problem - Maria Schuld
Hidden subgroup problem
Hidden subgroup problem
Simon's problem
Simon's problem
Subgroup | Normalizer of an element & QUESTION- 9
Subgroup | Normalizer of an element & QUESTION- 9
Subgroup | Centre of a Group & QUESTION- 7
Subgroup | Centre of a Group & QUESTION- 7
Subgroup | Inverse of a Subgroup & QUESTION- 6
Subgroup | Inverse of a Subgroup & QUESTION- 6
A non empty subset H of a group G is a subgroup of g iff ab^-1 belongs to H.
A non empty subset H of a group G is a subgroup of g iff ab^-1 belongs to H.
Subgroup ( QUESTION- 2 ) | Algebra | BSc 2nd Year | HPU
Subgroup ( QUESTION- 2 ) | Algebra | BSc 2nd Year | HPU
Subgroup | Product of two Subgroups & QUESTION- 5
Subgroup | Product of two Subgroups & QUESTION- 5
Subgroup ( QUESTION- 1 ) | Algebra | BSc 2nd Year | HPU
Subgroup ( QUESTION- 1 ) | Algebra | BSc 2nd Year | HPU
Subgroup ( QUESTION- 3,4 ) | Algebra | BSc 2nd Year | HPU
Subgroup ( QUESTION- 3,4 ) | Algebra | BSc 2nd Year | HPU