silverman. 164KB Jun 04 2011 12:09:31 AM
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Let R be a semi-local Noetherian integral domain SUCH THAT ALL ITS residue fields ARE INFINITE of characteristic different from 2... Let k be an infinite perfect field of
These sequences are natural extensions of string and polygonal sequences, both of which involve Fibonacci and Lucas numbers, so we might expect the ratios of polygonal chain
In the theory of univalent functions an interesting problem is to find those integral operators, which preserve the univalence, respectively certain classes of... The
The present section is devoted to the study of the elementary properties of the Frobenius collineations (see 2.1) like the number of fixed points (2.4) or different
Next, we prove bounds for the dimensions of p-adic MLV-spaces in Section 3, assuming results in Section 4, and make a conjecture about a special element in the motivic Galois group
Both infinite and sequences of finite Toeplitz matrices are considered, and also studied is the finite section method, which consists in approximating infinite systems by large
As noted in [17] and as we shall see in detail in the forthcoming sections, for the system with the wall, Wilson’s coupling method can be easily modified to prove an upper bound of
properties of orbit functions described in this paper are implications of properties either of orbits of the group W (for description of reflection groups see, for example, [ 17 ] and
