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 […]

Pulsation as Ontological Modality: A Relational Interpretation of Field Dynamics Within relational monism, pulsation constitutes the fundamental dynamic of the field. The field does not alternate between presence and absence; it oscillates between varying degrees of relational intensity. This pulsation is not a mechanical rhythm but an ontological modality through which the field articulates itself. […]

The notion of a zero‑point state occupies a central position in several scientific and philosophical discourses. In relational monism, the zero‑point state cannot be interpreted as an ontological vacuum. Instead, it constitutes the irreducible baseline of relational activity, the minimal amplitude that sustains the continuity of the field. This interpretation diverges from classical metaphysical models […]