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such that a is an isolated point of (a + L) n S. S is said to be of pure dimension k if
dim S = k at all points of S. S is said to be irreducible if S is not the union of two
analytic sets in U, none of which is S. This implies that S has a pure dimension.
named the irreducible components of S. An irreducible analytic set may induce,
at some points, a reducible germ whose irreducible components have the same
dimension. VII. Analytic and Bianalytic Maps Let again U be a domain in Cm. A ...
Abstract Concepts A complex analytic manifold of dimension m (a Riemann
surface if m = 1) is a connected Hausdorff (see ... (b) A definition of the set si(U) of
analytic functions on an open set U in M, the analytic structure of U consisting of
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Seismology Observational 17 Stochastic Description
Seismology Theoretical 47 Solar Chimneys
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