Yibo Wang

collaborators

2 papers

quant-ph2026

The Geometry of Dissipative Complexity: A Levi-Type Decomposition Theorem for Markovian Quantum Dynamics via Lie Wedges and Invariant Cones

Yibin Wang, Dhara Thakkar

Lie algebras describe how control Hamiltonians combine in closed quantum systems. In open Markovian systems, however, dissipation introduces irreversible directions that the Lie al…

hep-th2026

Higher Chern--Simons Theory in $2 n + 2$ Dimensions for Balanced 2-term $L_{\infty}$ -Algebras

Danhua Song, Yibo Wang

We construct a semistrict higher Chern--Simons (HCS) gauge theory in $2 n + 2$ dimensions associated with balanced 2-term $L_{\infty}$ -algebras. Starting from the homotopy Maurer--Carta…

The Geometry of Dissipative Complexity: A Levi-Type Decomposition Theorem for Markovian Quantum Dynamics via Lie Wedges and Invariant Cones

Higher Chern--Simons Theory in 2n+2 Dimensions for Balanced 2-term L∞​-Algebras

Higher Chern--Simons Theory in $2 n + 2$ Dimensions for Balanced 2-term $L_{\infty}$ -Algebras