dating gold owner is on these forums? - GoFuckYourself.com

angelusC · 12-24-2006, 04:45 PM

think i can remember seeing ads for it on here:
plentyoffish.wordpress.com/2006/12/24/this-is-unbelievable/

(i cant post urls)

facialfreak · 12-24-2006, 04:46 PM

Sig spot .....

Pleasurepays · 12-24-2006, 04:49 PM

The inner product between two state vectors is a complex number known as a probability amplitude. During a measurement, the probability that a system collapses from a given initial state to a particular eigenstate is given by the square of the absolute value of the probability amplitudes between the initial and final states. The possible results of a measurement are the eigenvalues of the operator - which explains the choice of Hermitian operators, for which all the eigenvalues are real. We can find the probability distribution of an observable in a given state by computing the spectral decomposition of the corresponding operator. Heisenberg's uncertainty principle is represented by the statement that the operators corresponding to certain observables do not commute.

The Schrödinger equation acts on the entire probability amplitude, not merely its absolute value. Whereas the absolute value of the probability amplitude encodes information about probabilities, its phase encodes information about the interference between quantum states. This gives rise to the wave-like behavior of quantum states.

It turns out that analytic solutions of Schrödinger's equation are only available for a small number of model Hamiltonians, of which the quantum harmonic oscillator, the particle in a box, the hydrogen-molecular ion and the hydrogen atom are the most important representatives. Even the helium atom, which contains just one more electron than hydrogen, defies all attempts at a fully analytic treatment. There exist several techniques for generating approximate solutions. For instance, in the method known as perturbation theory one uses the analytic results for a simple quantum mechanical model to generate results for a more complicated model related to the simple model by, for example, the addition of a weak potential energy. Another method is the "semi-classical equation of motion" approach, which applies to systems for which quantum mechanics produces weak deviations from classical behavior. The deviations can be calculated based on the classical motion. This approach is important for the field of quantum chaos.

An alternative formulation of quantum mechanics is Feynman's path integral formulation, in which a quantum-mechanical amplitude is considered as a sum over histories between initial and final states; this is the quantum-mechanical counterpart of action principles in classical mechanics.

-SECCO- · 12-24-2006, 04:49 PM

what exactly are you rambling on about?

-SECCO- · 12-24-2006, 04:51 PM

Quote:

Originally Posted by Pleasurepays

It turns out that analytic solutions of Schrödinger's equation are only available for a small number of model Hamiltonians.

i came to the same conclusion

WiredGuy · 12-24-2006, 05:19 PM

Most dating companies do this, they're just disclosing it whereas most would just deny it.
WG

12-24-2006, 04:45 PM	#1
angelusC Registered User Join Date: Oct 2006 Posts: 12	dating gold owner is on these forums? think i can remember seeing ads for it on here: plentyoffish.wordpress.com/2006/12/24/this-is-unbelievable/ (i cant post urls)

12-24-2006, 04:46 PM	#2
facialfreak Confirmed User Join Date: Feb 2005 Location: Montreal Posts: 3,018	Sig spot ..... __________________ Managed Shared Hosting starting at $4.99/mo Managed VPS starting at $29.99/mo

12-24-2006, 04:49 PM	#4
-SECCO- Confirmed User Join Date: May 2006 Posts: 1,145	what exactly are you rambling on about? __________________ what?

12-24-2006, 05:19 PM	#6
WiredGuy Pounding Googlebot Industry Role: Join Date: Aug 2002 Location: Canada Posts: 34,460	Most dating companies do this, they're just disclosing it whereas most would just deny it. WG __________________ I play with Google.

12-24-2006, 04:49 PM	#3
Pleasurepays BANNED - SUPPORTING TUBES Join Date: Aug 2002 Location: I live in a pile of boogers Posts: 11,913	The inner product between two state vectors is a complex number known as a probability amplitude. During a measurement, the probability that a system collapses from a given initial state to a particular eigenstate is given by the square of the absolute value of the probability amplitudes between the initial and final states. The possible results of a measurement are the eigenvalues of the operator - which explains the choice of Hermitian operators, for which all the eigenvalues are real. We can find the probability distribution of an observable in a given state by computing the spectral decomposition of the corresponding operator. Heisenberg's uncertainty principle is represented by the statement that the operators corresponding to certain observables do not commute. The Schrödinger equation acts on the entire probability amplitude, not merely its absolute value. Whereas the absolute value of the probability amplitude encodes information about probabilities, its phase encodes information about the interference between quantum states. This gives rise to the wave-like behavior of quantum states. It turns out that analytic solutions of Schrödinger's equation are only available for a small number of model Hamiltonians, of which the quantum harmonic oscillator, the particle in a box, the hydrogen-molecular ion and the hydrogen atom are the most important representatives. Even the helium atom, which contains just one more electron than hydrogen, defies all attempts at a fully analytic treatment. There exist several techniques for generating approximate solutions. For instance, in the method known as perturbation theory one uses the analytic results for a simple quantum mechanical model to generate results for a more complicated model related to the simple model by, for example, the addition of a weak potential energy. Another method is the "semi-classical equation of motion" approach, which applies to systems for which quantum mechanics produces weak deviations from classical behavior. The deviations can be calculated based on the classical motion. This approach is important for the field of quantum chaos. An alternative formulation of quantum mechanics is Feynman's path integral formulation, in which a quantum-mechanical amplitude is considered as a sum over histories between initial and final states; this is the quantum-mechanical counterpart of action principles in classical mechanics.