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PARALLEL SECTIONS HOMOTHETY BODIES WITH MINIMAL MAHLER VOLUME IN R-n
Lin, Youjiang ; Leng, Gangsong
2014
关键词convex body polar body parallel sections homothety bodies Mahler conjecture cylinder CONVEX-BODIES PRODUCT CONJECTURE INEQUALITY ZONOIDS SPACES PROOF
英文摘要In the paper, we define a class of convex bodies in R-n-parallel sections homothety bodies, and for some special parallel sections homothety bodies, we prove that n-cubes have the minimal Mahler volume.; Mathematics; SCI(E); 0; ARTICLE; lxyoujiang@126.com; gleng@staff.shu.edu; 4; 1023-1029; 51
语种英语
出处SCI
出版者bulletin of the korean mathematical society
内容类型其他
源URL[http://hdl.handle.net/20.500.11897/314545]  
专题数学科学学院
推荐引用方式
GB/T 7714
Lin, Youjiang,Leng, Gangsong. PARALLEL SECTIONS HOMOTHETY BODIES WITH MINIMAL MAHLER VOLUME IN R-n. 2014-01-01.
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