Supports in Semi-Simple Rings.
ResearchPublished 1962
A generalization of a known property of vector fields on differentiable manifolds. It is known that any derivation (over the real numbers of a certain structure of a real differentiable manifold) is automatically a vector field. In particular, any derivation contracts support. This memorandum attempts to show that the same phenomenon occurs in the maximal ideal space of any semi-simple commutative ring with unit
Document Details
- Copyright: RAND Corporation
- Availability: Web Only
- Year: 1962
- Pages: 14
- Document Number: RM-3211-PR
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RAND Style Manual
Chicago Manual of Style
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