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Comments on abstract convexity structures on topological spaces
Authors:Sehie Park
Affiliation:The National Academy of Sciences, Seoul 137-044, Republic of Korea Department of Mathematical Sciences, Seoul National University, Seoul 151-747, Republic of Korea
Abstract:All results in “Some properties of abstract convexity structures on topological spaces” by S.-w. Xiang and H. Yang [S.-w. Xiang, H. Yang, Some properties of abstract convexity structures on topological spaces, Nonlinear Analysis 67 (2007) 803-808] and “A further characteristic of abstract convexity structures on topological spaces” by S.-w. Xiang and S. Xia [S.-w. Xiang, S. Xia, A further characteristic of abstract convexity structures on topological spaces, J. Math. Anal. Appl. 335 (2007) 716-723] are shown to be consequences of known ones or can be stated in more general forms.
Keywords:Abstract convex space   Generalized (  mmlsi1"   onclick="  submitCitation('/science?_ob=MathURL&  _method=retrieve&  _eid=1-s2.0-S0362546X09008621&  _mathId=si1.gif&  _pii=S0362546X09008621&  _issn=0362546X&  _acct=C000053510&  _version=1&  _userid=1524097&  md5=7f3392129d78def9867efa57efd592c1')"   style="  cursor:pointer  "   alt="  Click to view the MathML source"   title="  Click to view the MathML source"  >  formulatext"   title="  click to view the MathML source"  >G-) convex space   H-condition   H0-condition
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