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On the Signature of Algebraically Defined Degenerate Bilinear Forms on Complete Intersection Algebras of Finite Dimension and its Application to the Relative Index of Vector Fields tangent to a Hypersurface with an Insolated Singularity in R^n
Suárez Fernández, María de la Paz
Acceso Abierto
Sin Derechos Reservados
Topological properties of vector elds, Algebraic properties of vector elds and symmetric forms, The absolute index, The relative index, The niteness of the algorithm, Applications to vector elds tangent to the Milnor ber
Let ARn;0 be the ring of germs of real analytic functions on Rn at 0 and consider n+1 germs of real analytic functions f; f1; :::; fn : (Rn; 0) ! (R; 0) such that (f; f2; :::; fn) and (f1; f2; :::; fn) are regular sequences (see [10]). We denote by fm+1
CIMAT
2015
Tesis de doctorado
English
Estudiantes
MATEMÁTICAS
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