Welcome Guest
www.GrammaticalPhysics.ac
 Home News Submit News Archive Forum Links Sitemap

Register now!
Access Detector
2 user(s) are online (2 user(s) are browsing News)

Members: 0
Guests: 2

more...

 Topic Feed Theme Changer: newsdefaultnewsdefault-RWnewsdefault-LWnewsdefault-BW
Topic:
Posted by SourceCodeOf_HumanGenome on 2010/6/23 9:48:28 (115 reads)

I should check if ∫dt ln ψ(χ(t),t) is an action when ψ is a solution of the existing Schrodinger equation at the limit h→0.

If so, exp of an action multiplied by α is a solution of the new grammar version of Schrodinger equation at the limit α→∞.

Posted by SourceCodeOf_HumanGenome on 2010/6/23 8:36:56 (109 reads)

The new grammar version of quantum mechanics should become the existing quantum mechanics at the limit α→∞.

However the new grammar version of quantum mechanics includes α only through the factor h／α, and so we can not distinguish the limit α→∞ from the limit h→0.

I will check if Φ defined as Φ[χ]＝exp[α∫dt ψ(χ(t),t)] is a solution of the new grammar version of Schrodinger equation at the limit α→∞, where ψ is a solution of the existing Schrodinger equation at the limit h→0.

Fortunately, the ordinary Schrodinger equation has a certain form at the limit h→0.

Posted by wooder on 2010/6/21 16:15:36 (114 reads)

Yesterday, I thought that an action functional may be a solution of the new grammar version of Schrodinger equation in the limit α→∞ because an action functional does not include α.

Today, I tried to prove it and failed.
---
Last edited at 2010/06/21/16:28JST

Posted by SourceCodeOf_HumanGenome on 2010/5/10 14:47:21 (215 reads)

Yesterday, I seemed to succeed in solving an equation used to solve the new grammar version of Schrodinger equation by using fourier expansion and polar coordinates in momentum space.

Equation:

Solution:

where f is an arbitrary function.
I am not confident of if this is correct because I have not yet checked this solution well.
---
Last edited at 2010/05/11/15:32JST

Posted by SourceCodeOf_HumanGenome on 2010/5/2 10:58:44 (73 reads)

We might be able to prove that there must be some physical law in any world by contradiction.

---
Last edited at 2010/05/03/10:30JST

« 1 2 3 (4) 5 6 7 ... 16 »
News Topics
News Pick up

There isn't a Biggest Story for Today, yet.

Top News
Site Search
Site Info
Webmasters

wooder