20 citations · 27 across the 11 of their papers we have counts for
6 papers · 1 filter
Quotient Algebra Partition and Cartan Decomposition for su(N) II
Zheng-Yao Su
This is the sequel exposition following [1]. The framework quotient algebra partition is rephrased in the language of the s-representation. Thanks to this language, a quotient alge…
Quotient Algebra Partition and Cartan Decomposition for su(N) III
Zheng-Yao Su, Ming-Chung Tsai
In the 3rd episode of the serial exposition, quotient algebra partitions of rank zero earlier introduced undergo further partitions generated by bi-subalgebras of higher ranks. The…
Quotient Algebra Partition and Cartan Decomposition for su(N) IV
Zheng-Yao Su, Ming-Chung Tsai
Else from the quotient algebra partition considered in the preceding episodes, two kinds of partitions on unitary Lie algebras are created by nonabelian bi-subalgebras. It is of in…
Quotient Algebra Partition and Cartan Decomposition for su(N) I
Zheng-Yao Su
An algebraic structure, Quotient Algebra Partition or QAP, is introduced in a serial of articles. The structure QAP is universal to Lie Algebras and enables algorithmic and exhaust…
Every Action in Every Code is Fault Tolerant: Fault Tolerance Quantum Computation in Quotient Algebra Partition
Zheng-Yao Su, Ming-Chung Tsai
In the framework quotient algebra partition, a general methodology is introduced to construct fault tolerant encodes for an arbitrary action in an error-correcting code.
Non-Markovianity, information backflow and system-environment correlation for open-quantum-system processes
Yun-Yi Hsieh, Zheng-Yao Su, Hsi-Sheng Goan
A Markovian process of a system is defined classically as a process in which the future state of the system is fully determined by only its present state, not by its previous histo…