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multi dimensional mapping

  • To: mathgroup at
  • Subject: [mg19425] multi dimensional mapping
  • From: PBenav3253 at
  • Date: Mon, 23 Aug 1999 13:57:28 -0400
  • Sender: owner-wri-mathgroup at


I am mapping physical dimensions {Ampere, second, Kelvin, Kilogram, Meter}.
I am generating five-axis plots,  in 3-D to SpinShow, with points, on 
pentagonal planes that increase in size and height above the origin with 
exponent, that map as realizeable dimensions with flux-D as connections 
between points in the planes.

My query is how to generate a vector / matrix corresponding to plane position 
that is 3-D mappable in the stacked pentagonal planes utilizing Mathematica.

I have used ListPlot to begin the map and Table to itterate the permutations 
on the dimensions (A^n s^n K^n)/(Kg^n m^n). I need to assign an array to each 
point and be able to compute differential equations that represent the flux-D.

I refer to flux-D as non-integer variations between stable integer dimension 
for example between A/m -> A/m^2.

Can anyone assist with the mapped point to array notation for five variables 
linking different planes?

Thank you in advance.

Jon-Paul DesJardins

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