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Titlebook: Advances in Algebra and Geometry; University of Hydera C. Musili Book 2003 Hindustan Book Agency (India) 2003

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Studies in History and Philosophy of Scienceynomial in one variable. A consequence of some of these results is that problems on . or .*-fibrations usually reduce to the situation where the base ring is one-dimensional. Some recent structure theorems on .*-fibrations over one-dimensional seminormal domains will be mentioned along with explicit examples of non-trivial .*-fibrations.
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The method of weighted likelihood functionspace and graded modules over an exterior algebra. In particular I will describe the connection of free resolutions over the exterior algebra with cohomology of sheaves, and with the Chow form, topics taken from various joint work with Gunnar Floystad and Frank-Olaf Schreyer.
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Hindustan Book Agency (India) 2003
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Concluding Remarks to the Workshop SessionFormulas are obtained in terms of complete reductions for the bigraded components of local cohomology modules of bigraded Rees algebras of 0-dimensional ideals in 2-dimensional Cohen-Macaulay local rings. As a consequence, cohomological expressions for the coefficients of the Bhattacharya polynomial of such ideals are obtained.
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https://doi.org/10.1007/978-3-322-85441-4We prove a strong Hasse principle for quadratic forms over quotient fields of comlete 2-dimensional local domains with algebraically closed residue fields. This generalizes a result of Jaworski [4].
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