Criterion for automatic additivity of injective Jordan semi-triple maps on structural matrix rings over division rings, with exactly two obstructions identified when the center of the division ring is large enough.
On the foundations of combinatorial t heory
2 Pith papers cite this work. Polarity classification is still indexing.
2
Pith papers citing it
verdicts
UNVERDICTED 2representative citing papers
Under the narrow genus field hypothesis on abelian K, the paper constructs a Lambda-basis for the Iwasawa module lim Was(K_k^+) and a Z[1/2]-basis for Was(K) tensor Z[1/2].
citing papers explorer
-
Automatic additivity for injective Jordan semi-triple maps on structural matrix rings over division rings
Criterion for automatic additivity of injective Jordan semi-triple maps on structural matrix rings over division rings, with exactly two obstructions identified when the center of the division ring is large enough.
-
Bases for some modules of cyclotomic units
Under the narrow genus field hypothesis on abelian K, the paper constructs a Lambda-basis for the Iwasawa module lim Was(K_k^+) and a Z[1/2]-basis for Was(K) tensor Z[1/2].