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Recently a proposed TOE entitled Heim Theory developed by Burkhard Heim has been gaining momentum in the media (though it still seems to go largely unnoticed by the academic community). According to Wikipedia: The really interesting part though is that it seems Heim Theory is able to predict the masses and average lifetime of particles. At this point There are three versions of Heims Mass Formula (1982, 1989 and one based on the Heim-Theory Groups fortran code). The result can be found in the Sourcecode link below. The code based on the Heim Theory groups fortran code is the most accurate in predicting particle masses. The particle masses are in many cases so close to the experimentally discovered values that the precision of the gravitational constant has an impact on the precision of the mass results. | |
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A small applet has been writen which makes it possible to see the Heim Mass Formula in action in your browser. If you have questions or suggestions regarding the code or Heim Theory in general i suggest you visit this forum discussing Heim Theory. To Run the code simply type in a bash prompt: It should then return the result of some 20 Unit Cases evaluating
particle mass results with known values. Since a lot is returned you
may want to use: [Disclaimer: I am not a physicist, and have no idea of the correctness of the derivation of Heim's Mass Formula, I have simply coded the mass formula given in the above notes. The only affiliation I have with the Heim Theory Group is that i have in addition to the above independently translated their fortran code to java] | |