摘要
In this paper, we prove that any polygon P in R^2 containing a fixed smooth, strictly convex and origin-symmetric body Γ whose boundary is real analytic in its interior, can be determined by its Γ-section functions among the polygons.
In this paper, we prove that any polygon P in R^2 containing a fixed smooth, strictly convex and origin-symmetric body Γ whose boundary is real analytic in its interior, can be determined by its Γ-section functions among the polygons.
基金
Project supported by the Youth Science Foundation of Shanghai Municipal Commission of Education （Grant No.214511）, and in part by the Research Grants Council of the Hong Kong SAR, China （Grant No.HKU7016/07P）
