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Well, they would soon find out because over the speaker everyone was asked to take their seats.At the table, which was set for eight places, there were six ladies already sitting waiting for the other two places to be filled. Approaching the table, Jane saw this, stopped and turned to Ray and said to him, "Oh, this is going to be something. You must have really gotten on Peg's good side to merit this. Those six ladies sitting at our table, along with Peg and myself were all members of the same sorority when we were in college. We have stayed in contact with each other for all these years. These ladies sitting at the table for numerous reasons are all presently unattached and available. You are going to be like a young boy in a candy store tonight. Come on, I am going to enjoy watching you operate," and Jane took Ray's hand as they walked to the table.Jane knew all the ladies, so she handled the introductions. Ray tried to remember the ladies names but his main thought was that there. 036073. Now we have a range of values to look at. Let x denote the value obtained from the equation x + 1/x + 2.0023193043622 = e^(pi^2/2). It is 137.036020005 and 1/x = 0.0729735145521. It lies between the seventh and eighth estimate. Clearly this is a candidate, assuming that the Electron g Factor is correct. What can be done to ‘sharpen’ this estimate? It has been stated in several textbooks and mentioned in the physics forum that the Fine Structure Constant and the Electron g Factor are interdependent or somehow entangled. This could be one such functional relationship. Could this be ‘the’ functional relationship? If so, the Ansatz e^(pi^2/2) is a pure mathematical constant with physical significance.’ ‘What remains to be done to firm up this theory? The Electron g Factor needs to have a pure mathematical formulation. This would require some special knowledge of the structure of the electron. The dimensionless physical constant needs some elementary formulation in terms of pi, e,.
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