The Minimal Resolution Conjecture for Projective Space of dimension 4.
DAMIAN MUINDI
Broschiertes Buch

The Minimal Resolution Conjecture for Projective Space of dimension 4.

The Minimal Resolution (MR) of an Ideal I of S general points in a Projective Space is the one predicted by Anna L.

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The Minimal Resolution Conjecture is known and has been verified for Projective Spaces of dimension 2 and 3. Also there many counter examples for example for 11 points in a Projective Space of dimension 6, 12 points in a Projective Spaces of dimension 7. However, for Projective Spaces of dimension 4, it is believed to be true but the complete proof has not been written up so far. F Lauze (see the ref)tackled part of the resolution in his thesis, I have tackled the other part here in this book - my PhD work. I hope to have the complete proof soon.