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SUMMARY:Soumi Tikader (Diamond Harbour Women's University)
DTSTART:20220401T120000Z
DTEND:20220401T130000Z
DTSTAMP:20260423T020952Z
UID:VCAS/128
DESCRIPTION:Title: <a href="https://researchseminars.org/talk/VCAS/128/">M
 onic inversion principle of local complete intersection ideal</a>\nby Soum
 i Tikader (Diamond Harbour Women's University) as part of IIT Bombay Virtu
 al Commutative Algebra Seminar\n\n\nAbstract\nThe renowned Quillen–Susli
 n Theorem  is closely associated to the Affine Horrocks’ Theorem on alge
 braic vector bundles.  It says : If $R$ is any commutative\nring and $E$ i
 s a vector bundle on $\\mathbb{A}_{R}^1$ and $E$ extends to a vector bundl
 e on $\\mathbb{P}^1\n_R\,$ then $E$ is extended\nfrom $Spec(R).$ This is a
 lso known as "Monic inversion principle" for projective modules.\nHere we 
 discuss  about \nanalogue of the Monic inversion principle for local compl
 ete intersection ideals\nof height $n$ in $R[T]\,$  where $R$ is a regular
  domain of dimension $d\,$ which is essentially of\nfinite type over an in
 finite perfect field of characteristic unequal to $2\,$ and $2n \\geq d + 
 3.$ This is a joint work with Mrinal Kanti Das and Md. Ali Zinna.\n
LOCATION:https://researchseminars.org/talk/VCAS/128/
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