Science > Physics > A Matrix of Constant or Linear Eigenfunction for 4-Space
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Science > Physics |
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24 Nov 2004 02:53:33 PM |
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A Matrix of Constant or Linear Eigenfunction for 4-Space |
A=|b|
And here the A matrix is Hamiltons while the |b| matrix is the cause
of the eigenfunctions existence.
A certain relation is defined. A cause of the eigenfunction while its
magnitude is the independent variable.
In analogy any topology is the cause of the eigenfunction while the
function of topology defines the variables valid states.
And the simple four or four dimensional state is a matrix applied to
theory.
Integrate this to obtain the path. A certain topology function is
defined.
Solve it for the set of experimentlly valid four states!
Crank the handle.
And here the question of background causality is resolved.
Undebatable. A constant is held to cause the state's existence, and a
topology number is allowed.
An ether is not an applied number. No interpretation of the abstract
number requires the topology itself to represent the background.
Validity or absurdity answers the debate.
Eagleson -Gaithersburg
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