Forerunners of the Quantum Monads Theory

Sixteen thinkers provide the intellectual backbone of the Quantum Monads project. Their ideas – from the monadology (Leibniz) and transcendental critique (Kant) to complementarity (Bohr), non-locality (Bell), and autopoietic systems (Luhmann) – converge here into one coherent field.

In the architecture of the theory, these forerunners feed into XQM (roof/substance), VQM (relation/coupling), IEQ (measurement/simulation), and XDM (ethics/governance).

The 16 forerunners at a glance

Gottfried Wilhelm Leibniz

Gottfried Wilhelm Leibniz

Monadology, pre-established harmony, origin of the substance concept.

More on Leibniz
Immanuel Kant

Immanuel Kant

Transcendental critique and the epistemic boundaries of knowledge.

More on Kant
Franz Brentano

Franz Brentano

Intentionality as a bridge between mind, perception and relation.

More on Brentano
Karl Jaspers

Karl Jaspers

Limit situations, axial age, and communication as existential dimension.

More on Jaspers
Jürgen Habermas

Jürgen Habermas

Communicative action and the normative interlinking of social systems.

More on Habermas
Niklas Luhmann

Niklas Luhmann

Autopoiesis and systems theory – structural basis of VQM.

More on Luhmann
Talcott Parsons

Talcott Parsons

AGIL schema and functional differentiation – precursors to systems theory.

More on Parsons
Oswald Spengler

Oswald Spengler

Cultures as living organisms – analogies to quantum fields.

More on Spengler
Niels Bohr

Niels Bohr

Complementarity as structural principle of entangled perspectives.

More on Bohr
John S. Bell

John S. Bell

Inequalities, non-locality, and realism in a quantum context.

More on Bell
David Bohm

David Bohm

Implicate order and holistic field interpretation.

More on Bohm
Albert Einstein

Albert Einstein

Relativity of space-time and the search for determinism.

More on Einstein
Werner Heisenberg

Werner Heisenberg

Uncertainty relation as an epistemic boundary of measurement.

More on Heisenberg
Kurt Gödel

Kurt Gödel

Incompleteness as formal horizon – link to XDM.

More on Gödel
John von Neumann

John von Neumann

Mathematical foundations of quantum mechanics and the measurement problem.

More on von Neumann

Note: All portraits are AI interpretations in the style of Edward Hopper. For academic work, please refer to the source pages and primary literature linked above.