How Can Complementary Logic Enhance Dimensional Visualization?

[Organic]

Please look at:

http://www.geocities.com/complementarytheory/BFC.pdf

Please reply your remarks and insights.

Thank you.

Organic

 

[matt grime]

The first thing that springs to mind is what does the diagram on page 1 mean?

Actually that's the third thing, the first is 'oh no' the second is that the title needs a better choice of words. Please explain this visualization of yours of logic. I might even be tempted to go so far as to suggest no one else thinks of things like that, but as yo don't explain what is going on that would be a little rash.

 

[Antonio Lao]

Can CL Describe Motion of Time?

Organic,

If the "methodology" of Complementary Logic can describe two directions of time's flow then I will learn to incorporate it into my research on the origin of matter. Somebody somewhere sometime has to convince me that it is a possibility. Thanks

Antonio

 

[Organic]

Hi Antonio Lao,

First, BL and ZL are private cases in CL.

But CL has the built-in ability to deal with non-linearity, by connecting in a coherent way concepts like symmetry-degree that related to information’s clarity-degree.

Please look at: http://www.geocities.com/complementarytheory/ET.pdf
where I construct the natural number by complementary associations between its integral side (its sum) and its differential side (some finite collection of 1’s).

Through this attitude addition and multiplication are complementary operations.

For general overview of my ideas please look at:

http://www.geocities.com/complementarytheory/CATpage.html

Thank you.

Orgainc

 

[Organic]

For Matt,

Please look at this: http://www.geocities.com/complementarytheory/BW-BFC.pdf

 

[matt grime]

Oh look, more unexplained pictures, fantastic.

 

[Antonio Lao]

Escher's Logic?

Organic,

Thanks for your replies and the PDF files on CL.

You got me interested to do further study on CL.

I am starting with one question and more later.

There seems to be symmetry embedded in most of Escher's images.
In three dimensions, some of these images do not make any sense.
But in one-dimension, they make sense.

My question is: Can CL be applied to explaning Escher's arts?

Antonio

 

[Organic]

Maybe you mean that they make sense in 2D, isn't it?

 

[Antonio Lao]

That's right.But if all I wanted is just the direction, then 1D is even better for visualization. 1D embedded in 2D and 3D.