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Hi,
I've been trying to learn to use the "4dknife.m" package which I got
from Mathsource, but I've had problems. The following is the output
from one of my Mathematica sessions. Any help would be greatly
appreciated.
Thanks,
Jay H. Wolkowisky
Dept. of Math.
Univ. of Colorado
Boulder, Co 80309
wolkowis at euclid.colorado.edu
Mathematica 2.2 for DOS 387
Copyright 1988-93 Wolfram Research, Inc.
In[1]:= <<4dknife.m
In[2]:= cube={{{1,0,0},1},{{0,1,0},1},{{0,0,1},1},
{{-1,0,0},1},{{0,-1,0},1},{{0,0,-1},1}};
In[3]:= dimensionBlade[{cube}]
Flatten::innf: Non-negative integer or Infinity expected at position 2 in
Flatten[{{<<6>>}}, -4].
Flatten::innf: Non-negative integer or Infinity expected at position 2 in
Flatten[{{<<1>>}}, -4].
Flatten::innf: Non-negative integer or Infinity expected at position 2 in
Flatten[{<<1>>}, -2].
General::stop: Further output of Flatten::innf
will be suppressed during this calculation.
Flatten::normal:
Normal expression expected at position 1 in Flatten[-2, {<<1>>}].
Graphics3D::gprim: Unknown Graphics3D primitive -1. encountered.
Graphics3D::gprim: Unknown Graphics3D primitive -1. encountered.
Graphics3D::gprim:
Unknown Graphics3D primitive Flatten[{<<1>>}, -4] encountered.
General::stop: Further output of Graphics3D::gprim
will be suppressed during this calculation.
Flatten::normal:
Normal expression expected at position 1 in Flatten[-2, {<<2>>}].
Flatten::normal:
Normal expression expected at position 1 in Flatten[-2, {<<3>>}].
General::stop: Further output of Flatten::normal
will be suppressed during this calculation.
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