I have continued to work on my model and theorem.  My theorem  is,  “The 
Constants of the Motion Tend Toward the Electromagnetic in a Bose  Condensate 
that 
is Stimulated at a Dimensional Frequency of  1.094  Megahertz-Meters.”  When 
I presented this theorem in 2000 at an ANS meeting  I was not aware that  it 
described the velocity of the quantum  transition.
 
_http://www.osti.gov/energycitations/product.biblio.jsp?osti_id=787504_ 
(http://www.osti.gov/energycitations/product.biblio.jsp?osti_id=787504) 
 
 I only knew that it described the domain of cold fusion.  I  discovered the 
connection the path of the quantum transition much   later.  Proof, at least 
to me, that something was correct about what I was  doing.  I was making 
correct predictions.  I then computed the energy  levels of the atom from the 
analysis of the transitional atomic  state.   Plancks’ constant describes the 
stationary quantum  states.  It was not required in my analysis.
 

Recently I made another discovery.  The energy of photon is  described by its 
frequency.  The energy of a classical wave is described by  its amplitude.  I 
discovered that the energy of a photon is determined by  the amplitude 
(voltage) of the transitional quantum state.  This is quite a  piece of work.  
It 
revisits ideas that have been closed since 1906.   it shows that the quantum 
regime is a subset of the classical realm.  



_http://www.angelfire.com/scifi2/zpt/chapterb.html_ 
(http://www.angelfire.com/scifi2/zpt/chapterb.html) 
 
A while back I took a look at the intensity of the spectral lines.   The is 
intensity is usually computed by Heisenberg’s matrix equations of  Schrodlinger’
s wave equations.  The intensity cannot be determined from the  probability 
of decay because nobody know the path of the quantum  transition.  I know it.  
I computed the probability of transition from  the amplitude (displacement 
squared  ) of the transitional quantum state.  Again another piece of work that 
produced correct answers. 
 
  _http://www.angelfire.com/scifi2/zpt/chapterc.html_ 
(http://www.angelfire.com/scifi2/zpt/chapterc.html) 
 

Frank Znidarsic



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