Skip to content
Asens

Quod est, distinctum est

Essential Foundations

A core set of readings essential for a deep understanding of the theory of Signature Space, the dynamics of the Cognitive Field, and its applications across philosophy, the natural and social sciences, mathematics, and cognitive science.

Files to download

# Cognitive Signature Field Theory. The Geometry of Mind and the Phases of Rationality

2.34 MB 7 downloads

# Cognitive Fields: From Probability Weighting to Decision Dynamics and Dual Systems I & II

2.90 MB 1 downloads

# Signature Fields I. Cognitive Field Theory. Theoretic Reconstruction of Decision, Cognition, and Society

4.59 MB 1 downloads

# Signature Fields II. Amplitude, Phase, Variation and Tension in Multi-Scale Dynamics of Complex Systems

2.97 MB 1 downloads

# Cognitive Fields and Configural Rationality. Probabilistic Geometry, Decision Dynamics and the Resolution of Birnbaum-Type Paradoxes

3.34 MB 2 downloads

# Relational Fields. Interaction, Rationality, and the Limits of Control

4.84 MB 0 downloads

# Field Theory of Cognition: Dual Process Dynamics.

4.23 MB 2 downloads

# Signature Symmetry. A Field Theory of Invariance, Phase, and Structural Equivalence

1.72 MB 0 downloads

# Meanings and Fields. A Cognitive Field Theory of Meaning, Action and Social Dynamics

3.99 MB 0 downloads

# The Mathematical Mind. A Cognitive Field Theory of Structure, Rationality, and Knowledge

2.34 MB 3 downloads

    Search

    Pages

    • Structures & Meanings
    • Essential Foundations
    • S-Theory
    • Q-Systems
    • Social Sciences
    • CogPhil
    • Magia Scientifica
    • Presentations
    • Lectures
    • Contact
    • Subscription
    • Terms of use
            
    2026 © AM
    Graceful Theme by Optima Themes

    Quod est, distinctum est

    • Structures & Meanings
    • Essential Foundations
    • S-Theory
    • Q-Systems
    • Social Sciences
    • CogPhil
    • Magia Scientifica
    • Presentations
    • Lectures
    • Contact
    • Subscription
    • Terms of use