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Category Archives: Differential Logic
Special Classes of Propositions
Adapted from Differential Propositional Calculus • Special Classes of Propositions A basic proposition, coordinate proposition, or simple proposition in the universe of discourse is one of the propositions in the set Among the propositions in are several families of propositions … Continue reading
The Present Is Big With The Future
Now that I have proved sufficiently that everything comes to pass according to determinate reasons, there cannot be any more difficulty over these principles of God’s foreknowledge. Although these determinations do not compel, they cannot but be certain, and they … Continue reading
Posted in Determination, Determinism, Differential Calculus, Differential Logic, Hologrammautomaton, Infinitesimals, Leibniz, Universal Harmony
Tagged Determination, Determinism, Differential Calculus, Differential Logic, Hologrammautomaton, Infinitesimals, Leibniz, Universal Harmony
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Sign Relational Manifolds : 5
Peircers, Let me try to say in intuitive terms what I think is really going on here. The problem we face is as old as the problem of other minds, or intersubjectivity, or even commensurability, and it naturally involves a … Continue reading
Posted in Cybernetics, Differential Logic, Geometry, Logic, Manifolds, Mathematics, Peirce, Riemann, Semiotics
Tagged Cybernetics, Differential Logic, Geometry, Logic, Manifolds, Mathematics, Peirce, Riemann, Semiotics
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Sign Relational Manifolds : 4
Peircers, I found another set of notes on this theme that appear to get to the point more quickly, and though they read a little rough in places I think it might be worth the effort to fill out their … Continue reading
Posted in Cybernetics, Differential Logic, Geometry, Logic, Manifolds, Mathematics, Peirce, Riemann, Semiotics
Tagged Cybernetics, Differential Logic, Geometry, Logic, Manifolds, Mathematics, Peirce, Riemann, Semiotics
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Sign Relational Manifolds : 3
Peircers, I made several attempts to articulate the connections between manifold theory and semiotics in the context of numerous list discussions that interwove each other through diverse nooks of the web in the early years of the present millennium. Here … Continue reading
Posted in Cybernetics, Differential Logic, Geometry, Logic, Manifolds, Mathematics, Peirce, Riemann, Semiotics
Tagged Cybernetics, Differential Logic, Geometry, Logic, Manifolds, Mathematics, Peirce, Riemann, Semiotics
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Sign Relational Manifolds : 2
Peircers, Here is a set of excerpts from Doolin and Martin (1990), Introduction to Differential Geometry for Engineers, that I used in discussing differentiable manifolds with other participants in the IEEE Standard Upper Ontology Working Group. What brought the concept … Continue reading
Posted in Cybernetics, Differential Logic, Geometry, Logic, Manifolds, Mathematics, Peirce, Riemann, Semiotics
Tagged Cybernetics, Differential Logic, Geometry, Logic, Manifolds, Mathematics, Peirce, Riemann, Semiotics
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Sign Relational Manifolds : 1
Peircers, Riemann’s concept of a manifold, especially as later developed, bears a close relationship to Peirce’s concept of a sign relation. I’ll have to wait for my present train of thought to stop at a station before I can hop … Continue reading
Posted in Cybernetics, Differential Logic, Geometry, Logic, Manifolds, Mathematics, Peirce, Riemann, Semiotics
Tagged Cybernetics, Differential Logic, Geometry, Logic, Manifolds, Mathematics, Peirce, Riemann, Semiotics
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Details, Details, Details
The difference between the devil and the divinity may lie in the details, but it’s not unusual for the devil to decoy us with detail after detail, when the unexamined premiss is the screen behind which the real deil lies. … Continue reading
Posted in Commerce, Differential Logic, Governance, Inquiry
Tagged Commerce, Differential Logic, Governance, Inquiry
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Differential Logic
The Logic of Change and Difference Differential logic is the logic of variation — the logic of change and difference. Introduction Differential logic is the component of logic whose object is the successful description of variation — for example, the … Continue reading