Lisp for Unique Outline Name For Geometrifying Trigonometry Expression Shapes
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Dear Experts,
We Should start this with thanking @CodeDing and @dbhunia
They have done good efforts on Geometrifying Trigonometry(C) implementation on Autocad through Lisp which is a very big leap to the proof applications and for automated geometry generation from given Trigonometric expressions.
This is a kind of Permutation Group on Representations and Autocad Latest version is proved its capability that it continued for long 8 hours to prepare 1099511627776 numbers of pictures through Lisps
(Thank you @CodeDing and @dbhunia to generate these pictures which other mathematical softwares could not generate)
refer
Geometrifying Trigonometry(C) and the pictures here
And
Theory Behind Geometrifying Trigonometry(C)
Now Question is
UNIQUE NOMENCLATURE OF OUTLINES(ZigZag outlines formed due to union of multiple triangular tiles)
Cautuion
NARRAY Shapes are not convex hulls nor rubber bands.These are Union of Blocks(ZIGZAG but outline polyline shape)
We have done Nomenclatures for AABB rectangles which is not good kind of measure for this problem of Geometrifying Trigonometry(C)
If we make all these shapes as union of blocks (separate blocks union for Geometrifying Trigonometry(C) shapes Blocks NARRAYS elements) then how can we find which of these outlines(ZigZag union Boundary) are unique?
And
Which of these are common?
This type of related problems are discussed in Lisp forum before but this problem is more detailed specific
must read
must read
https://forums.autodesk.com/t5/net/assign-nomenclature-to-each-polyline/m-p/4874426
https://forums.autodesk.com/t5/net/calculate-length-of-line-and-assign-nomenclature-to-line/m-p/4773...
https://forums.autodesk.com/t5/visual-lisp-autolisp-and-general/changing-polyline-shape/m-p/6843174?...
https://forums.autodesk.com/t5/net/assign-nomenclature-to-each-polyline/m-p/4874426
BIM Manager And Digital Lead (Structures Online)
BOOST, AR , VR ,EPM,IFC API,PDF API , CAD API ,Revit API , Advance Steel API
Founder of Geometrifying Trigonometry(C)