View source for On the General Solution to Einstein's Vacuum Field for the Point-Mass when lambda ???0 and Its Consequences for Relativistic Cosmology

{{Infobox paper
| title = On the General Solution to Einstein\'s Vacuum Field for the Point-Mass when lambda ???0 and Its Consequences for Relativistic Cosmology
| author = [[Stephen John Crothers]]
| keywords = [[Einstein's Vacuum Field]], [[Point-Mass]], [[Relativistic Cosmology]]
| published = 2005
| journal = [[Progress In Physics]]
| volume = [[3]]
| pages = 7-18
}}

==Abstract==

It is generally alleged that Einstein?fs theory leads to a finite but unbounded universe. This allegation stems from an incorrect analysis of the metric for the point-mass when ??&nbsp;&lt;&gt; 0. The standard analysis has incorrectly assumed that the variable <em>r</em> denotes a radius in the gravitational field. Since <em>r</em> is in fact nothing more than a real-valued parameter for the actual radial quantities in the gravitational field, the standard interpretation is erroneous. Moreover, the true radial quantities lead inescapably to ??=0 so that, cosmologically, Einstein?fs theory predicts an infinite, static, empty universe

[[Category:Scientific Paper|general solution einstein 's vacuum field point-mass lambda consequences relativistic cosmology]]

[[Category:Cosmology|general solution einstein 's vacuum field point-mass lambda consequences relativistic cosmology]]