别再裸用 Claude Code 了！32 个亲测Skills + 8 个 MCP，开发效率直接拉满！

Liouville Brownian motion (LBM) is the canonical diffusion process on a Liouville quantum gravity (LQG) surface. In this work, we establish upper and lower bounds for the heat kernel for LBM when $γ=\sqrt{8/3}$ in terms of the $\sqrt{8/3}$-LQG metric which are sharp up to a polylogarithmic factor in the exponential.

We compute the anomalous dimensions of the transversity operator at three loops in the MSbar scheme for fixed moment n where n