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Tmath
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Intro
Formalizing Concept
Grammar
Box and frame
Context and scope
Generators
God principle
Transcendental operator
Gates
3(Pr)
Outscoping
The making of T
Metaobjects
Anti-operator
Existance functor
Metatype
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QV
Convex ontology
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If you forget, listen to TV MAN
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Numbers
Copy functor
Chaos Generator
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Metatype
Type unifying theorem

Unit principle

With no loss of generality, everything is information. For the sake of meta-unification, I embrace that metatype is information. Smallest amount of information is unit. Everything that exists, concerns not null amount of information. Everything is comparable, by amount of information it concerns.

Meta-philosophy

Metatype in the most common type object in the sense of the triple(f x y)<MT> = (input-information, transformation, output-information)(•)
Transformation is computation. Every computation, just as its' specification(code for example) holds type closure, over the metatype.
(•)Denotes auto-reference to this triple specification
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Contents
Unit principle
Meta-philosophy