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Minkowski's theorem

Known as: Minkowski's theorem of convex bodies, Minkowski convex body theorem, Minkowskis theorem 
In mathematics, Minkowski's theorem is the statement that any convex set in Rn which is symmetric with respect to the origin and with volume greater… 
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Papers overview

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2014
2014
We investigate the brane models in arbitrary dimensional critical gravity presented in Lu and Pope (Phys Rev Lett 106:181302… 
2009
2009
In this paper, two printed multiband fractal monopole antennas using the 1st and 2nd iteration of Minkowski Island geometry are… 
2009
2009
K. Zindler [47] and P. C. Hammer and T. J. Smith [19] showed the following: Let K be a convex body in the Euclidean plane such… 
2007
2007
K. Zindler [47] and P. C. Hammer and T. J. Smith [19] showed the following: Let K be a convex body in the Euclidean plane such… 
2006
2006
The Brunn�Minkowski inequality gives a lower bound of the Lebesgue measure of a sum-set in terms of the measures of the… 
2005
2005
We develop an exact functional method applied to the bosonic string on a shperical world sheet, in graviton and dilaton… 
2004
2004
UDK 621.396.67 IFAC IA 5.8.3;5.8.1 Original scientific paper In this paper a printed fractal Minkowski monopole is presented for… 
2001
2001
The paper reports the information on the faunal component in the diet of wild lion-tailed macaques. The faunal component accounts… 
2001
2001
The Hasse-Minkowski Theorem provides a characterization of the rational quadratic forms. What follows is a proof of the Hasse… 
1998
1998
In 1980 D. Amir and V. D. Milman gave a quantitative finitedimensional version of Krivine’s theorem. We extend their version of…