More than one Cartesian coordinates system in the same 2D space

ThreePile_ObjectsOnTheDiagonal-2006-06-02.png

A two-dimensional thing can only be mapped into a linear memory or storage as base-offset. Let us construe a Cp1 as offset address. The same offset address — Normative Node (Cp1,Cp2) — in another segment directs to another physical memory cell (German: Speicherplatz).

Cf. this (German) Wikipedia articel about segementation.

Cp2 is the zero of a new Cartesian coordinates system in the same space.

x-axis: the Cp1 of potential 'children' (Normative)

y-axis: the Cp0 of potential 'children' (Associative), i.e. the other Cp side-by-side (left side or before) the Cp1

Each such 'children' itself has another Cp2 streching another Cartesian coordinates system into the same 2D space of reference.

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Ein Gedanke zu „More than one Cartesian coordinates system in the same 2D space“

  1. Activate Java in your browser and point it to http://processing.org/learning/examples/pushpop.html and find an example for visualization of saving the current coordinate system to the stack and restoring the prior coordinate system.

    Push Pop
    by REAS

    The push() and pop() functions allow for more control over transformations.
    The push function saves the current coordinate system to the stack
    and pop() restores the prior coordinate system.

    Created 26 October 2002

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