Appendix C
Zeta-exponential function
As we know the
exponential function is:
The Riemann Zeta function is:
Combine the
exponential function and zeta function, and then we can have a new function,
which we temporally called the zeta-exponential function as follows:
Then we will get:
Thus:
Thus:
Thus:
Thus, we have:
The above equation is the Fourier
serial of the complex zeta-exponential function.
As we know:
Thus:
As we know for
the exponential function, we have:
Similar to the exponential
function, the complex zeta-exponential function has the following relationship:
for m =1 and , thus we have
for m =1 and , thus we have
What
is the electron spin?
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