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 "What is unpleasant here and, indeed, directly to be objected
to, is the use of  
complex numbers. Psi is surely fundamentally a real function"
(1) ('At the time 
ES has not realized the fundamentally and, indeed,
epoch-making significance of  
the introduction of complex numbers into the theory as
carriers of the unobservable phase information of the psi waves')
(2) 
"From June 1926 his (ES) original conviction of the primacy of
wave motion as the 
source of physical reality began to waver." (3) 
"Up to now ES had been concerned that psi must be a real
function. He was troubled by the i^2=-1 factors that occurred in the theory, but
thought they could 
be avoided by simply taking the real part, so that i^2=-1
would be merely a  
convenient device for calculating as in electrical circuit
analysis" (4) 
"Quantum phenomena naturally display aspects that cannot be
expressed by the 
concepts of field physics." (5) 
Then from a sample text: "With respect to hf =
h^2k^2/8(pi)^2m, the only function 
that retains its form whether differentiated once or twice is
the exponential. Thus 
psi = Aexp[i(kx-wt)]." (6) 
Looking at (1) and (3) particularly, and looking at the
e-mail, I think I have a better 
understanding of how students might be addressed if they were
bothered in the  
first place. 
           
               
               
   
respectfully,           Tim
Wagner 
(1) Moore, Walter, Schrodinger Life and Thought, Cambridge,
1989, p215 
       (letter to Lorentz, May
27, 1925) 
(2) (3) Ibid, p216   (4) Ibid p217   (5)
Ibid p222 (W. Pauli) 
(6) Park, David, Intro. to Quantum Theory, McGraw-Hill,
1992  
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