Todos/Issues:
Procedures:
D.5.5.1 BINresol computes a E-resolution of singularities of (J) (THE SECOND PART IS NOT IMPLEMENTED YET) D.5.5.2 Eresol computes a E-resolution of singularities of (J) in char 0 D.5.5.3 determinecenter computes the next blowing-up center D.5.5.4 Blowupcenter makes the blowing-up D.5.5.5 Nonhyp computes the ideal generated by the non hyperbolic generators of expJ D.5.5.6 identifyvar identifies status of variables D.5.5.7 Edatalist gives the E-order of each term in Exp D.5.5.8 EOrdlist computes the E-order of an ideal (giving in the language of lists) D.5.5.9 maxEord computes de maximum E-order of an ideal given by Coef and Exp D.5.5.10 ECoef Computes a simplified version of the E-Coeff ideal. The E-orders are correct, but transformations of coefficients of the generators and powers of binomials cannot be computed easily in terms of lists. D.5.5.11 elimrep removes repeated terms from a list D.5.5.12 Emaxcont computes a list of hypersurfaces of E-maximal contact D.5.5.13 cleanunit clean the units in a monomial mon D.5.5.14 resfunction composes the E-resolution function D.5.5.15 calculateI computes the order of the non monomial part of an ideal J D.5.5.16 Maxord computes the maximum exponent of an exceptional monomial ideal D.5.5.17 Gamma computes the Gamma function for an exceptional monomial ideal given by L D.5.5.18 convertdata computes the ideal corresponding to C,L D.5.5.19 lcmofall computes the lcm of the denominators of the E-orders for all the charts D.5.5.20 computemcm computes the lcm of the denominators of the E-orders for one chart D.5.5.21 constructH construct the list of exceptional divisors accumulated at this chart D.5.5.22 constructblwup construct the ideal defining the map K[W] --> K[Wi], which gives the composition map of all the blowing up leading to this chart D.5.5.23 constructlastblwup construct the ideal defining the last blowup leading to this chart D.5.5.24 genoutput generates the output for visualization D.5.5.25 salida generates the output for one chart D.5.5.26 iniD creates a list of lists of zeros of size n D.5.5.27 sumlist sums two lists component to component D.5.5.28 reslist subtracts two lists component to component D.5.5.29 multiplylist multiplies a list by a number, component to component D.5.5.30 dividelist divides two lists component to component D.5.5.31 createlist creates a list of lists of two elements
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