Einstein Probabilistic Units/Dark Energy

= Dark Energy =

Viewing space as a system of stimulated absorption or stimulated/spontaneous emission governed by Einstein Probabilistic's Units.

Using Einstein Probabilistic Units dark energy density is defined as;

$$u_D= \frac{A^2}{B}$$ $$u_D =\left ( \frac{8 \pi h}{c^3}\left ( \ v_A^2 v_B^2\right )\right )= \left ( \frac{8 \pi h}{c^3}\left ( \  v_B^4\right )\right )$$

Assuming the energy density of dark matter is;

$$u_D = 6.20934 *10^{-10} \frac{J}{m^3}$$

Let us calculate the frequency of dark matter;

$$v_D =1.001 * 10^{12} s^{-1}$$

Given Rydberg constant is defined as;

$$R_\infty=\frac{\alpha^2m_ec}{2 h}$$

Using Rydberg constant we can define dark energy frequency as;

$$v_D=R_\infty c=1.0008*10^{12} s^{-1}$$

From an order of magnitude perspective dark energy is related to Einstein Probabilistic Units by Rydberg constant.