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Plasoids

  When a data structure has elements which are a function of a value of another element, changing the value of one element alters the values of other parts of the structure and may alter the form of the structure as a whole. This can represented in a Baka Matrix as an arrow with a line through it.

The following diagram show this representation.



Such a diagram might be used to show how a graphical function changes so that f1(x) may represent a circle but then the values of the function are changed until a new function is derived called f2(x) which is a parabola. The values are changed until the equation reaches f4(x).

Alternatively the functions could be changed in the following order:

f1(x) f3(x) f4(x)

The result of this is shown in the next diagram for both scenarios.


The change in the functional values can be written in a general form as fi(x) fn(x)

This shows that there are many functional transitions to another function. These functional transitions can follow a chain of functions or multiple chains of functions.

Sometimes a plasoid will involve an intermediary structure which is use as a catalyst for the change to occur. To show the use of this structure, a symbol representing this structure is written over the plasoid symbol.



Here the data in the Baka Matrix [x] is change via the use of the Baka Matrix [A] to transform the data into the format of the Baka Matrix [y].

The use of these equations can aid in animation, encryption, data transfer, multi-media and many other areas.

  f([x]) and f([y]) could be data structures, database tables or even two different computer systems.