February 2, 2007
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bbbrrrrrr…
freyman’s integral pathway (p,q) = e-1/4 (p+q2)?[(q+ip)/ 2]/ n!
it is the incoherent super-position
of different integral faiths that
destructively interferes with the
language of quantum mechanicsoften one encounters integrals
where the exponent is not purely quadratic
from the outset but rather contains
both quadratic and linear piecesto prove this identity
eliminate the linear term
the constant factor scales a-z
yet quantum mechanics remains
fully present and flexible[we] insert position and momentum
respectively making use of
the clear rationale behind
the resolution of vector identityquantum particles have more freedom
than their classic counterpartsall the information about any
autonomous quantum particles
is contained within the matrix
of elements of its time evolution operatorthe time evolution operator
describes this dynamic evolution
under the influence of
Hamiltonian timeH = T + V or H = E + R
where R is a positive definite
real symmetric n-dimensional matrix
and V is a real vector diagonalized by
orthogonal transformation into
E, a mono-kinetic Euclideanas the matrix elements express
amplitude for a particle to
propagate between points
it becomes the propagator
of harmonic oscillationin the matrix of elements
the discrete set becomes dense
over time and space becomes
a continuous curvethis smooth variation of paths
contributes significantly toward
the motivation and the application
of a limit [less] continuumproving that u and i may be
independent complex numbers that
need not be related by the
simple conjugation of coherent states and paths integralonly by love.
copyright JANEisnotplain 1.07
Comments (1)
I had to read that quite a few times to get beyond the physics but I think it was worth it.