- 1B. Chow and S.C. Chu, A geometric interpretation of Harnack inequatlity
the Ricci flow, Math. Research Letters 2. p.701-718 (1995).
- B. Chow and S.C. Chu, A geometric approach to the linear trace Harnack
inequality for the Ricci flow, Math. Research Letters 3. p.549-568
(1996).
- B. Chow and S.C. Chu, Space-time formulation of Harnack inequalities
for curvature flows of hypersurfaces, to appear in The Journal of
Geometric Analysis.
- S.C. Chu, Monotonicity furmulas and matrix-type inequalities for the
harmonic map flow on a manifold evolving by Ricci flow, submitted.
- S.C. Chu, Foliation by Weingarten hypersurfaces, preprint.
- Selected papers on the Ricci Flow, in preparation, editor, with Hui-Dong
Cao, Bennett Chou, and Shing-Tung Yau, to appear in Surveys in Differential
Geometry, International Press.
- Divergence estimates on vector fields satisfying a heat equation with
moving metrics, in preparation.
- Gradient Ricci Soliton on ,in preparation.
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