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Yaguchi, Subclasses of k-uniformly convex and strlike func- tions defined by generalized derivate I, Indian J.. Pure
We further this approach to find Tong’s spectrum for an infinite family of con- tinued fractions generalizing the NICF; these Rosen fractions are briefly described in the next
The proof of this theorem relies on a result of Razon about fields which are PAC over subfields, on Frobenius density theorem, and on Neukirch’s recognition of p -adically closed
so.. Let us now concentrate on integral points. When the rank is one, the structure of the Mordell-Weil group is known, so we are using it to find integral points on C t. But, in
We restrict our search to all primitive number fields (see section 3) generated by an irreducible degree nine monic polynomial and which are ramified at only one prime less than 11..
If the minimum of the lattice is even, then the dimension of an s-extremal lattices can be bounded by the theory of modular forms.. This shows that such lattices are also extremal
Some vector and operator generalized trapezoidal inequalities for continuous func- tions of selfadjoint operators in Hilbert spaces are given.. Applications for power and
A sign pattern is an L -matrix provided it requires linearly independent rows, and is balanceable if it allows a left null vector with no zero entries.. A square L-matrix is
