Theoretical analysis uncovers cross-relational invariance across heterogeneous situated systems, indicating epistemic robustness without requiring a neutral perspective.
If access to reality is relationally, historically, materially, and symbolically situated, epistemology faces a familiar difficulty. Different relational systems may produce heterogeneous manifestations of a possible shared reality, while no observer can simply occupy a position outside all relations from which those manifestations can be compared with reality itself. This paper develops cross-relational invariance as a framework for addressing this problem within a Generative Relational approach.Let X^* denote a possible ontological referent whose ultimate status remains open, and let xa,t = Ma,t(X^*; Ca,t) denote its manifestation within relational system a under historically situated conditions Ca,t. The paper examines partial transformations between heterogeneous manifestation spaces and defines cross-relational invariance through structures that remain stable under such transformations. The resulting invariants provide epistemic robustness without being identified with ultimate ontology.The framework distinguishes cross-relational invariance from literal gauge symmetry, using gauge theory as a limited methodological analogy for the separation of representation-dependent form from transformation-resistant structure. Exact, approximate, local, scale-dependent, and historically persistent invariants are differentiated, while failures of invariance are treated as epistemically informative.Preliminary cases involving heterogeneous theories of generativity, Daoist symbolic grammars of change, Buddhist configurations of the self, hypothetical non-human cognition, and political-economic forms illustrate how the framework can identify both structural persistence and manifestation-specific categories. The paper argues that epistemic robustness increases when structures survive relevant variation in relational conditions, while such robustness remains compatible with ontological openness and future revision.Cross-relational invariance therefore provides neither a view from nowhere nor a final criterion of metaphysical truth. It offers a generative procedure for identifying structures that remain intelligible across heterogeneous modes of relational access and for revising those structures when new modes of access become available.
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Wanhong HUANG (2026) studied this question.
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