| Ref.No: | 68113700 |
| Start date: | 26.09.2012 |
| End date: | 31.10.2015 |
| Approval date: | 16.07.2012 |
| Department: | APPLIED MATHEMATICAL & PHYSICAL SCIENCES |
| Sector: | MATHEMATICS |
| Financier: | ΕΣΠΑ 2007-2013, G.G.E.T. |
| Budget: | 225.000,00 € |
| Scientific Responsible: | Prof. SPURIDON ARGUROS |
| Email: | sargyros@math.ntua.gr |
| Description: | A RECENT ACHIEVEMENT OF BANACH SPACE THEORY IS THE SOLUTION OF THE CLASSICAL "SCALAR PLUS COMPACT" PROBLEM. MORE PRECISELY, A BANACH SPACE X IS CONSTRUCTED SUCH THAT EVERY BOUNDED LINEAR OPERATOR ON X IS EQUAL TO THE SUM OF A SCALAR MULTIPLE OF THE IDEN |
