Measure and measurable dynamics: proceedings of a conference in honor of Dorothy M…
by Silva, César Ernesto, Mauldin, R. Daniel, Conference on Measure and Measurable Dynamics, University of Rochester), Shortt, Rae Michael, Maharam-Stone, D., (Dorothy)
fromContemporary mathematics (American Mathematical Society)
Measure and measurable dynamics: proceedings of a conference in honor of Dorothy M…
by Silva, César Ernesto, Mauldin, R. Daniel, Conference on Measure and Measurable Dynamics, University of Rochester), Maharam-Stone, D., (Dorothy), Shortt, Rae Michael
fromContemporary mathematics (American Mathematical Society)
Chain conditions in topology
by Comfort, W. W., Negrepontis, S.
fromCambridge tracts in mathematics
A chain condition is a property, typically involving considerations of cardinality, of the family of open subsets of a topological space. (Sample questions: (a) How large a fmily of pairwise disjoint open sets does the space admit? (b) From an uncountable family of open sets, ca…
A chain condition is a property, typically involving considerations of cardinality, of the family of open subsets of a topological space. (Sample questions: (a) How large a fmily of pairwise disjoint open sets does the space admit? (b) From an uncountable family of open sets, ca…
Chain Conditions in Topology
by Comfort, W. W., Negrepontis, S.
fromCambridge tracts in mathematics
A chain condition is a property, typically involving considerations of cardinality, of the family of open subsets of a topological space. (Sample questions: (a) How large a fmily of pairwise disjoint open sets does the space admit? (b) From an uncountable family of open sets, ca…
Chain Conditions in Topology
by Comfort, W. W., Negrepontis, S.
fromCambridge tracts in mathematics
A chain condition is a property, typically involving considerations of cardinality, of the family of open subsets of a topological space. (Sample questions: (a) How large a fmily of pairwise disjoint open sets does the space admit? (b) From an uncountable family of open sets, ca…