@InProceedings{PetrikNavaraSarkoci:ISMVL13,
  IS = { zkontrolovano 15 Jan 2014 },
  UPDATE  = { 2014-01-06 },
 author =      {Petr{\'\i}k, Milan and Navara, Mirko and Sarkoci, Peter},
 title =       {Alternative proof of {M}ulholland's theorem and new solutions to {M}ulholland inequality},
 year =        {2013},
 pages =       {346--351},
 booktitle =   {ISMVL 2013: IEEE 43rd International Symposium on Multiple-Valued Logic},
 publisher =   {IEEE},
 isbn =        {978-0-7695-4976-7},
 authorship = {34-33-33},
 volume =      {},
 series =      {},
 number =      {},
 book_pages =  {353},
 address = {Piscataway, USA},
 month =       {May},
 day =         {22--24},
 venue =       {Toyama, Japan},
 organization ={IEEE Computer Society, Los Alamitos},
 annote =      {Mulholland inequality is a real functional inequality presented in 1950 in a paper by
 Mulholland as a generalization of the Minkowski inequality. In his paper, Mulholland has also provided a
 sufficient condition for the inequality to be satisfied. However, until now, it has remained an open
 problem whether this sufficient condition is also necessary. This paper investigates a geometric
 interpretation of Mulholland inequality and offers a class of functions satisfying the inequality which is
 strictly larger compared to the class delimited by the Mulholland's condition. Thus, it is proven that the
 condition is not necessary.},
 keywords =    {dominance relation, Minkowski inequality, Mulholland inequality, triangular norm},
 importance =  {1},
 project =    {SGS12/187/OHK3/3T/13},
psurl       = {[PDF]},
www         = {http://mvl.jpn.org/ISMVL2013/},
}