Tags
quantum art and poetry: An objective existence for the wave …
Material Geek on June 01st, 2010
01
Jun
In this theory on quantum mechanics the quantum wave particle function continuously collapsing and reforming forms the forward passage of time. Therefore Heisenberg Uncertainty Principle that is formed by the wave function is the same …
Scattering theory for two-body quantum systems with singular …
Material Geek on March 29th, 2010
29
Mar
G. Gouesbet In quantum mechanics , the optical theorem states that the extinction cross section is equal (within a prefactor 4pi/k, in which k is a quantum wave number) to the imaginary part of the forward scattering angular function. …
Quantum mechanics: Intellectually delicious | sciencestage.com
Material Geek on March 24th, 2010
24
Mar
G.
A possible mathematics for the unification of quantum mechanics …
Material Geek on February 13th, 2010
13
Feb
G. Gouesbet In quantum mechanics , the optical theorem states that the extinction cross section is equal (within a prefactor 4pi/k, in which k is a quantum wave number) to the imaginary part of the forward scattering angular function. …
A possible mathematics for the unification of quantum mechanics …
Material Geek on February 13th, 2010
13
Feb
G. Gouesbet In quantum mechanics , the optical theorem states that the extinction cross section is equal (within a prefactor 4pi/k, in which k is a quantum wave number) to the imaginary part of the forward scattering angular function. …
Quantum mechanics at work in photosynthesis: Algae familiar with …
Material Geek on February 04th, 2010
04
Feb
G. Gouesbet In quantum mechanics , the optical theorem states that the extinction cross section is equal (within a prefactor 4pi/k, in which k is a quantum wave number) to the imaginary part of the forward scattering angular function.
Scientists find quantum mechanics at work in photosynthesis …
Material Geek on February 03rd, 2010
03
Feb
G. Gouesbet In quantum mechanics , the optical theorem states that the extinction cross section is equal (within a prefactor 4pi/k, in which k is a quantum wave number) to the imaginary part of the forward scattering angular function