Non‑dual differentiation is a central structural principle of relational monism. It addresses a classical metaphysical problem: how a unified field can produce multiplicity without compromising its unity. Traditional ontologies often resolve differentiation through substance dualism, categorical partitioning, or hierarchical segmentation. Relational monism rejects these approaches, proposing instead that difference emerges as modulation within a single […]

The concept of non‑dual gradients of relational intensity arises from the foundational claim of relational monism: reality consists not of discrete substances but of relations whose intensities vary across a continuous field. This framework rejects categorical distinctions between being and non‑being, substance and void, or presence and absence. Instead, it posits a single ontological continuum […]

The epsilon field constitutes one of the most delicate and conceptually demanding elements of relational monism. It refers to the minimal relational intensity that prevents the monistic field from collapsing into metaphysical nullity. In this framework, ε is not a mathematical abstraction but an ontological limit condition: the smallest possible positive value of relational presence. […]

Epsilon Ontology: Minimal Relational Presence as the Foundation of Being The concept of ε (epsilon) is traditionally employed in mathematics to denote an arbitrarily small positive quantity. In relational monism, ε acquires an ontological significance: it represents the minimal relational presence that prevents the field from collapsing into nothingness. This ε‑state is not a theoretical […]