| Title | Date | Views | Brief Description |
|---|
| A convergence theory approach to definitions of the integral |
1974 |
402 |
As long ago as 200 B.C., the idea of the integral was known to Archimedes. More than two thousand years later, 1665, Sir Isaac Newton and Gottfried Leibniz simultaneously and independently invented the differential and integral calculus. It was almos... |
| Relative topological properties |
2006 |
2183 |
"In this thesis we study the concepts of relative topological properties and give some basic facts and relations among them. Our main focus is on various versions of relative normality, relative regularity and relative compactness. We give examples w... |
| The 17th topological type of [omega-star] |
2006 |
1790 |
"It has long been known, that omega-star is not homogeneous. In fact, it was proved by Frolik that the Čech-Stone growth of any non-pseudocompact space X is not homogeneous. Frolik's result, which was non-constructive" in nature, prompted intere... |
| On [psi (kappa, Mu)] spaces with [kappa equals omega subscript 1] |
2010 |
1236 |
S. Mrowka introduced a topological space [psi] whose underlying set is the natural numbers together with an infinite maximal almost disjoint family (MADF) of infinite subsets of natural numbers. A. Dow and J. Vaughan proved a number of results for si... |