The deferred cyclotomic representation (DCR) is a parameter-independent combinatorial object for q-hypergeometric series that resolves numerator-denominator cancellations exactly as integer arithmetic prior to evaluation in any target field.
The projection Πζ(M) =σ ζ P Y d≥2 Φd(ζ2)ed (25) is then computed using exact arithmetic
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Deferred Cyclotomic Representation for Stable and Exact Evaluation of q-Hypergeometric Series
The deferred cyclotomic representation (DCR) is a parameter-independent combinatorial object for q-hypergeometric series that resolves numerator-denominator cancellations exactly as integer arithmetic prior to evaluation in any target field.