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sigh. adding source from MIT
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[[Mass]] is a measure of an object's inertia, in other words its resistance to acceleration.  In contrast, the intrinsic [[energy]] of an object (such as an [[atom]]) is a function of electrostatic charge and other non-inertial forces, having nothing to do with gravity.  Declaring the object's energy to be a function of inertia rather than electrostatics is an absurd and impossible attempt to unify the forces of nature, contrary to the accepted view (as predicted by [[Biblical Scientific Foreknowledge]]) that the forces of nature have not been unified.
 
[[Mass]] is a measure of an object's inertia, in other words its resistance to acceleration.  In contrast, the intrinsic [[energy]] of an object (such as an [[atom]]) is a function of electrostatic charge and other non-inertial forces, having nothing to do with gravity.  Declaring the object's energy to be a function of inertia rather than electrostatics is an absurd and impossible attempt to unify the forces of nature, contrary to the accepted view (as predicted by [[Biblical Scientific Foreknowledge]]) that the forces of nature have not been unified.
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The claim that '''E=mc&sup2;''' has never yielded anything of value and it has often been used as a redefinition of &quot;[[energy]]&quot; for pseudo-scientific purposes by non-scientific journals.  Claims can be found on liberal, second-tier college websites that the equation is used in [[nuclear power]] generation, [[nuclear weapon]]s, ([[nuclear fusion]], [[nuclear fission]], and speculation about [[antimatter]].<ref>[http://www.pitt.edu/~jdnorton/teaching/HPS_0410/chapters/E=mcsquared/index.html John D. Norton ''Einstein for everyone - E=mc²''], Department of History and Philosophy of Science University of Pittsburgh</ref><ref>[http://hyperphysics.phy-astr.gsu.edu/hbase/relativ/releng.html  Rod Nave ''HpyerPhysics - Relativistic Energy''],  Georgia State University</ref><ref>[http://www.pbs.org/wgbh/nova/physics/legacy-of-e-equals-mc2.html Peter Tyson ''The Legacy of E=mc&sup2;'']  October 11, 2005. PBS ''NOVA''. </ref>
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The claim that '''E=mc&sup2;''' has never yielded anything of value and it has often been used as a redefinition of &quot;[[energy]]&quot; for pseudo-scientific purposes by non-scientific journals.  At virtually all colleges and universities physicists  explain how  the equation is used in [[nuclear power]] generation, [[nuclear weapon]]s, ([[nuclear fusion]], [[nuclear fission]], and speculation about [[antimatter]]).<ref>[http://web.mit.edu/newsoffice/2005/emc2.html ''E=mc&sup2; passes tough MIT test''], MITNews, Dec 21, 2005</ref><ref>[http://www.pitt.edu/~jdnorton/teaching/HPS_0410/chapters/E=mcsquared/index.html John D. Norton ''Einstein for everyone - E=mc²''], Department of History and Philosophy of Science University of Pittsburgh</ref><ref>[http://hyperphysics.phy-astr.gsu.edu/hbase/relativ/releng.html  Rod Nave ''HpyerPhysics - Relativistic Energy''],  Georgia State University</ref><ref>[http://www.pbs.org/wgbh/nova/physics/legacy-of-e-equals-mc2.html Peter Tyson ''The Legacy of E=mc&sup2;'']  October 11, 2005. PBS ''NOVA''. </ref>
    
The [[Theory of Relativity]] has never been able to mathematically derive '''E=mc&sup2;''' from first principles, and a physicist observed in a peer-reviewed paper published in 2011 that "a rigorous proof of the mass-energy equivalence is probably beyond the purview of the special theory."<ref>[http://adsabs.harvard.edu/abs/2011AmJPh..79..591H Eugene Hecht: ''How Einstein confirmed E<sub>0</sub>=mc&sup2;'', American Journal of Physics, Volume 79, Issue 6, pp. 591-600 (2011)]</ref>
 
The [[Theory of Relativity]] has never been able to mathematically derive '''E=mc&sup2;''' from first principles, and a physicist observed in a peer-reviewed paper published in 2011 that "a rigorous proof of the mass-energy equivalence is probably beyond the purview of the special theory."<ref>[http://adsabs.harvard.edu/abs/2011AmJPh..79..591H Eugene Hecht: ''How Einstein confirmed E<sub>0</sub>=mc&sup2;'', American Journal of Physics, Volume 79, Issue 6, pp. 591-600 (2011)]</ref>
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