Returns the p,q th map on a (lower index) spectral sequence page. The relationship Dp,q = D-p,-q holds.
Consider the filtered complex K below, obtained by multiplying the minimal free resolution of the rational quartic space curve by sucessive powers of the irrelevant ideal.
i1 : B = QQ[a..d]; |
i2 : J = ideal vars B; o2 : Ideal of B |
i3 : C = complete res monomialCurveIdeal(B,{1,3,4});
|
i4 : K = filteredComplex(J,C,4); |
We compute a map on the third page of the spectral sequence associated to K.
i5 : E = spectralSequence K o5 = E o5 : SpectralSequence |
i6 : E^3 .dd_{-1,2}
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o6 : Matrix
|