CONTENTSTakahashi, R.: Direct summands of syzygy modules of the residueclass field 1Brudnyi, A.: Hartogs type theorems; for CR L

Galois symmetries of fundamental groupoids and noncommutative geometry.

Describe the Galois group G(K/Q) by the fundamental theorem of finitely-generated abelian groups.. Show that the order of the Galois group G(E/Q)

Full credit if they got (a) wrong but found correct q and integrated correctly using their answer.. Algebra mistakes -1% each, integral mistakes

It is straightforward to show that this probability function satisfies the Kolmogorov Axioms.. If X is a discrete random variable, then X

We work over the complex number field C.. Let X be a projective minimal Gorenstein 3-fold of general type.. The above sum runs over all those exceptional divisors of p that lie over

The t-submodule theorem says that all linear relations satisfied by a logarithmic vector of an algebraic point on t-module should come from algebraic relations inside the t-module

Let p be the probability that a healthy person gets the disease, r be the probability that an infected person recovers in each month.. Suppose there are 8

 Scrutiny of school documents including vision and mission, school development plan, annual school plan and school report..  Observation of lessons and school