Name | Modified | Size | Downloads / Week |
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ReadMe.txt | 2012-12-20 | 1.5 kB | |
Doc1.pdf | 2012-12-19 | 32.0 kB | |
Display1.pdf | 2012-12-19 | 29.3 kB | |
Display2.pdf | 2012-12-19 | 24.3 kB | |
Totals: 4 Items | 87.1 kB | 0 |
This is a C++ MFC application to be compiled with the Microsoft Visual Studio. License talk? Be my guest. It provides for a numerical review of the Euler Product Formula for s > 1. Suggested Workspace name: MdrnAlgebra Suggested Project name: EPF Indicate that this a Win32 Application (to be explained) At the upper left, under Project, Settings, select: Use MFC in a Shared DLL. Be sure to do this for both the Debug and Release versions. Offline, within your MdrnAlgebra folder, and then your EPF folder, copy and paste the seven files explicitly shown. Next, within the Visual Studio, right click at the upper left the EPF Project, and then Insert these seven files (already pasted in). This tells the Visual Studio that they are actually there. Now, for documentation on how a Win32 Application can indeed run under MFC, I recommend that you visit my Source Forge project mfcstdframework. Now, for some math theory. The Euler Product Formula provides for convergence when s > 1. Otherwise, for s equals 1, or less than 1, or 0, or negative, it diverges, and these values then lie outside the reach of this application. Even so, Riemann developed dramatic new theory for such values, especially between 0 and 1. Moreover, since the time of Riemann, the most intensive research continues, to the present day for s as a complex number, where the real portion of this number exactly equals positive 1/2.