List of Commands
- D1SimplifySetEqs(setEsq,sym,lx,hx,multi): Simplify a set of equations such that all equation like a101c2=a101c2 turn to a101c2=0.
- D1GHInterpolatoryMaskEqs(poly,dilation_d,hermit_order_h): generate a set of equations for a mask to satisfy the geralized Hermite interpolatory condition.
- D1GHIMaskSumRuleEqs(poly, dilation_d, hermit_order_h, sumRuleOrder): Generate a set of equations for a generalized Hermite interpolatory mask to satisfy the sum rules of order k.
- D1GHIMaskSymEqs(poly, hermite_order_h):return the set of equations for generalize hermite interpolatory mask a of type (2,h,2) satisfying the symmetric conditions. Here symmetric condition on mask a is
\overline{\hat{a}(\xi)}=diag(P,Pe^{i2\xi})\hat{a}(\xi) diag(P,Pe^{-i\xi})
where P=diag(1,-1,1,...,(-1)^h).