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junaid [2023/02/23 17:52] – [Procedure to classify the right unimodal and bimodal Hypersurface singularities in positive characteristic by invariants] Dr. Atiq ur Rehmanjunaid [2023/02/23 17:53] – [Procedures to Compute SH-bases of subalgebra] Dr. Atiq ur Rehman
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   * [[http://www.mathcity.org/files/junaid/ClassifierSS.txt|Download Code in TXT file]]   * [[http://www.mathcity.org/files/junaid/ClassifierSS.txt|Download Code in TXT file]]
  
-====Procedures to  Compute  SH-bases of subalgebra ==== +====Procedures to Compute SH-bases of subalgebra ==== 
-  * SPDFICON [[http://www.mathcity.org/files/junaid/SH-basis_procedures.pdf|Download Code in PDF file]] + 
-  * [[http://www.mathcity.org/files/junaid/SH-basis_procedures.txt|Download Code in TXT file]]+  * [[mathcity>files/junaid/SH-basis_procedures.txt|Download Code in Text file]]
 ==== Procedure to Compute Sasbi Bases ===== ==== Procedure to Compute Sasbi Bases =====
 Let A=B_> be a localization of a polynomial subalgebra B with respect to a local monomial ordering >. For a polynomial f of R_> (a localization of ring R with respect to >) and a finite set of polynomials I in A,  the following procedure computes a weak Sasbi normal form of f with respect to A. Let A=B_> be a localization of a polynomial subalgebra B with respect to a local monomial ordering >. For a polynomial f of R_> (a localization of ring R with respect to >) and a finite set of polynomials I in A,  the following procedure computes a weak Sasbi normal form of f with respect to A.