D. Song

activity

20212026

most citedHigher Chern-Simons-Antoniadis-Savvidy forms based on crossed modules

7 citations · 29 across the 10 of their papers we have counts for

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4 papers · 1 filter

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…

math-ph2026★ 1 cited

Higher (gauged) Wess--Zumino--Witten terms based on Lie crossed modules

Danhua Song

We derive higher Wess--Zumino--Witten (WZW) and gauged WZW (gWZW) terms within strict higher Chern--Simons (CS) gauge theory. Starting from the Cartan homotopy formula, we obtain t…

hep-th2026

Higher descent equations based on 2-term $L_{\infty}$ algebras

Mengyao Wu, Danhua Song, Jie Yang

In this paper, we develop the higher descent equations for higher gauge theories within the framework of 2-term $L_{\infty}$ algebras. Starting from a multilinear symmetric invaria…

math-ph2026

Generalized forms of types N = 1, 2 and higher gauge theory

Danhua Song, Mengyao Wu

In this paper, we give a compact formulation of strict higher gauge theory based on generalized (differential) forms that package fields of multiple form degrees into a single vari…

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

Higher (gauged) Wess--Zumino--Witten terms based on Lie crossed modules

Higher descent equations based on 2-term L∞​ algebras

Generalized forms of types N = 1, 2 and higher gauge theory

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

Higher descent equations based on 2-term $L_{\infty}$ algebras