Here, instead of considering an instance I and trying to directly develop a feasible solution for the P, G ∗ |prec; c ij dπ k , π l 1; p i 1|C max problem, we consider a
We shall give a method for systematic computation of γ K , give some general upper and lower bounds, and study three special cases more closely, including that of curves with
— Holonomic and semi-holonomic geometries modelled on a homogeneous space G/P are introduced as reductions of the holonomic or semi-holonomic frame bundles respectively satisfying
Key words and phrases: Linear system, transfer function, frequency re- sponse, operational calculus, behavior, AR-model, state model, controllabil- ity,
The set of families K that we shall consider includes the family of real or imaginary quadratic fields, that of real biquadratic fields, the full cyclotomic fields, their maximal
In this paper the classes of groups we will be interested in are the following three: groups of the form F k o α Z for F k a free group of finite rank k and α an automorphism of F k
(The Elliott-Halberstam conjecture does allow one to take B = 2 in (1.39), and therefore leads to small improve- ments in Huxley’s results, which for r ≥ 2 are weaker than the result
It is not a bad idea but it means that since a differential field automorphism of L|[x 0 ] is given by a birational transformation c 7→ ϕ(c) of the space of initial conditions, we