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Universal Operator Envelopes and Independent Arithmetic Defects of Additive Ternary Gamma-Rings
For an additive ternary $Γ$-ring $T$, we construct the associative rng generated by the two-element, two-index operators on ternary modules and compare it with its realization on the regular module. For a finite-free two-step system $T_μ=E\oplus W$, two integral matrices control complementary parts
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