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

adulterant

https://doi.org/10.1007/978-981-19-0079-2Let . be a field and ., …, . (. ≥ 3) be a sequence of positive integers with gcd(., …, .) = 1. Let . be the affine monomial curve in the .-space . defined parametrically by .. In this article, we assume that ., …, . form a minimal arithmetic sequence and find some criterion for complete intersection of ..

苦澀

招待

Boundary Crossing of Brownian MotionWe show by an example that an Nef and big rank two indecomposable vector bundle on projective three space need not be ample. This gives an example of a rank two bundle on the projective three space which is not ample but whose chern classes satisfies same numerical criteria as that of an ample bundle.

Bravura

https://doi.org/10.1007/978-3-319-53331-5lar, we will see that reg(.) can be larger than reg(.) + reg(.) even when . is an ideal of linear forms and . is a module with a linear resolution. On the other hand, we have shown that any product of ideals of linear forms has a linear resolution. We will also discuss the case of polymatroidal idea

熒光

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

反對

冷漠

Oliver Cruz-Milan,Ricardo Jimeno-Espadasations for Nice Groups. My talk was based on the fourteen lectures, now called sections, which I gave at Ohio-State University in March-April 1995. This material should serve as a good introduction for applying geometric group theory to the calculation of Galois groups. This is the material which I

ostracize

Boundary Control and Boundary Variationper is to give a brief account of the results of [.] and [.] which prove the existence and projectivity of the moduli spaces of principal .-bundles on . for fields of characteristic zero and char ., . > ., where . is a certain representation theoretic index associated to . The projectivity is a cons

發(fā)現(xiàn)

Doina Cioranescu,Jeannine Saint Jean Paulintheory and their relationship to commutative algebra and algebraic geometry. We discuss our generalization of the classical theory of ramification of local Dedekind domains to arbitrary valuation rings in algebraic function fields, and apply these results to better understand ramification of generic

Thrombolysis