- #141
Antonio Lao
- 1,440
- 1
brodix,
At temperature of absolute zero, there still exists zero-point energy. Motion is then localized and ruled by the uncertainty principle of quantum mechanics. Only one direction of time is defined. I agree with you that time has two distinct (quantized) directions. But in order to incorporate this other direction, we must take the square of energy. And the double integral of the square of energy with respect to two time's directions gives a double actions integral.
[tex] A^2 = \int \int E^2 dt dt [/tex]
This, by coincidence, is just the square of Planck's constant, h.
At temperature of absolute zero, there still exists zero-point energy. Motion is then localized and ruled by the uncertainty principle of quantum mechanics. Only one direction of time is defined. I agree with you that time has two distinct (quantized) directions. But in order to incorporate this other direction, we must take the square of energy. And the double integral of the square of energy with respect to two time's directions gives a double actions integral.
[tex] A^2 = \int \int E^2 dt dt [/tex]
This, by coincidence, is just the square of Planck's constant, h.
Last edited: