참고문헌
- Proc. Sympos. Pure Math. v.Ⅶ Minimum area of a set of constant width A. S. Besicovitch
- D. Dissertation, Oklahoma State University Characterizations and properties of sets of constant width M. M. Bontrager
- American Journal of Mathematics v.69 The isoperimetric problem in the Minkowski plane H. Busemann
- The Youngnam Mathematical Journal v.1 Geometric inequalities in Minkowski plane Y. D. Chai;Y. I. Kim
- Comm. Korean Math. Soc. v.12 no.3 An estimate of the area of constant breadth curves Y. D. Chai;Y. I. Kim
- Kyungpook Math. J. v.37 no.2 Constant breadth curves in the Minkowski plane Y. D. Chai;Y. I. Kim
- Pacific J. Math. v.19 Sets of constant width G. D. Chakerian
- Duke Math. J. v.29 Integral geometry in the Minkowski plane G. D. Chakerian
- Trans. Amer. Math. Soc. v.129 Sets of constant relative width and constant relative brightness G. D. Chakerian
- Convexity and its applications Convex bodies of constant width G. D. Chakerian;H. Groemer;P. M. Gruber(ed.);J. M. Wills(ed.)
- Israel J. Math. v.3 Sets of constant width in finite dimensional Banach spaces H. G. Eggleston
- Handbook of convex geometry P. M. Gruber;J M. Wills
- Amer. Math. Monthly v.64 Curves with a kind of constant width P. J. Kelly
- Honam Math. J. v.19 no.1 Geometric properties of curves in the Minkowski plane Y. I. Kim;Y. D. Chai
- Integral geometry and geometric probability L. A. Santalo
- Math. Practice and Theory v.1 On the inverse of Holder's inequality L. Xiao-hua