On the existence of a geometrical interpretation of spinors of the various pseudo-euclidean spaces of dimension <span class="mathjax-formula">$3$</span> and <span class="mathjax-formula">$4$</span> by means of real, irreducible tensors of rank <span class

of axially symmetric boundary maps p whose smooth harmonic extensions are not energy minimizers.. Our proof reduces to the analysis of a scalar partial differential

In this paper we consider the local properties of a real n-dimensional .submanifold .M in the complex space Cn.. Generically, such a manifold is totally real and

[4] NARASIMHAN (R.), Introduction to the theory of analytic spaces. Lecture Notes in Mathematics, Vol. J.), Sur la divisibilite des fonctions de classe C par les fonctions

This allows us to translate from DIFF-category into PL-category the following theorem related to the extension of boundary dif- feomorphisms of a 4-dimensional

simplicial T-complexes is also equivalent to the category of crossed

CORNELL: Exponential growth of the l-rank of the class group of the maximal real subfield of cyclotomic fields (to appear). [2]

Verbeek [9] showed that Àcomp[R is a dense, metrizable, contractible, separable, locally connected, strongly infinite dimen- sional subspace of AR which is in no

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