Exact elasticity formulas for orders with prime or primary conductor are proven via a new S-relative Davenport constant, with a partial resolution of the intermediate-order elasticity conjecture.
Multiplicative relationships of subrings and their applications to factorization
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Elasticity of Orders from the $S$-relative Davenport Constant: an Arithmetic Application of a Number-Theoretic Investigation
Exact elasticity formulas for orders with prime or primary conductor are proven via a new S-relative Davenport constant, with a partial resolution of the intermediate-order elasticity conjecture.