IRT Equations for Frequency and Wavelength Shifts of Incoming Light in All Environments

The following IRT equations for frequency and wavelength shifts of incoming
light are valid for use in all environments....including gravity.
Frequency Red Shift of incomeing standard light:
f_ab = f_aa[sqrt{F_ab/(2F_aa - F_ab)}]

Frequency Blue Shift of incoming standard light:
f_ab = f_aa[sqrt{(2F_aa - F_ab)/F_ab}]

Wavelength Red Shift (longer wavelength) of incoming standard light:
L_ab = L_aa[sqrt{F_ab/(2F_aa - F_ab)}]

Wavelength Blue Shift (shorter wavelength) of incoming standard light:
L_ab = L_aa[sqrt{(2F_aa - F_ab)/F_ab}]

A is the observer and the incoming light is from a standard light source in
B's frame.
f_ab = the predicted red or blue shift of frequency of incoming standard
light from B.
f_aa = the measured frequency of an standard light source in A's frame as
measured by A.
F_ab = The measured frequency of a standard light source in B's frame as
measured by A. If the measured F_ab is not constant a mean frequency of F_ab
is used in the equation.
F_aa = f_aa = the measured frequency of an standard light source in A's
frame as measured by A.
L_ab = the predicted red or blue shift of wavelength of incoming standard
light from B.
L_aa = the measured wavelength of the standard light source in A's frame as
measured by A..

The above equations are valid for use in all environments....including
gravity. Therefore these IRT equations replace the need for the complicated
GRT equations.

A paper on IRT entitled "Improved Relativity Theory" is available in the
following website:
http://www.geocities.com/kn_seto/index.htm

Ken Seto