Discusion of Note 339(3)

OK many thanks, this makes alpha(universal) = 1.1144 ten power minus 25 neper wavneumbers. This typo will be fixed in the final paper.

To: EMyrone@aol.com
Sent: 30/01/2016 16:53:13 GMT Standard Time
Subj: Re: Discusion of Note 339(3)

In eq.(5) the sum of exponents is 6-22 = -16.

Horst

Am 30.01.2016 um 07:13 schrieb EMyrone:

Thanks, I think that Eq. (8) is OK: alpha(universal) = 2.333 /(2.998 x 0.068) x ten power minus 28 / ten power 8. It is a very small power absorption coefficient. In the laboratory, some typical power absorption coefficients are given in the early Omnia Opera papers. In spectroscopic terms this means that the space between an object and an observer contains almost no matter on average. This is all developed in detail in UFT49, based on the Assis theory.

To: EMyrone
Sent: 29/01/2016 14:00:33 GMT Standard Time
Subj: Re: 339(2): The Vacuum Hamiltonian and Velocity of the Vacuum Particle

There is obviously an error in the exponent of the universal absorption coefficient. This is

Horst

Am 27.01.2016 um 14:51 schrieb EMyrone:

This note gives the vacuum energy equation and hamiltonian (10), and the velocity of the vacuum particle is calculated to be 0.068c from the anomalous g factor of the static electron. A lot of background detail is given.

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