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Kamenova, Ljudmila - Department of Mathematics, SUNY at Stony Brook
Due 10/22 in class. Each problem is worth 10 points Problem 1. Give examples of varieties X and Y , a point P X and a morphism
Due 11/5 in class. Each problem is worth 10 points Problem 1. Let m0, . . . , mN k[x0, . . . , xn] be all the monomials of degree d. The
Due 12/8 in class. Each problem is worth 10 points Problem 1. (a) Let X be an affine variety, M a k[X]-module, and F and OX-
Hyper-Kaehler Fibrations and Hilbert Schemes Ljudmila K. Kamenova
Series Logo Volume 00, Number 00, Xxxx 19xx
SYMMETRIC RELAY BRIDGE SYSTEM 1. Openings
A SPECIAL CLASS OF HYPER-KAHLER MANIFOLDS LJUDMILA KAMENOVA
Due 9/24 in class. Each problem is worth 10 points Problem 1. Let X be any space with functions and Y An
Due 10/8 in class. Each problem is worth 10 points Problem 1. (a) Any subspace of a separated space with functions is separated.
DEGENERATIONS OF 2-DIMENSIONAL TORI LJUDMILA KAMENOVA
Due 10/15 in class. Each problem is worth 10 points Problem 1. The cummutative algebra result lying over states that if R S is
COURSE NOTES ON GEOMETRY STONY BROOK MATHEMATICS DEPARTMENT