Hazard Maps of Naka-dake, Aso Volcano, Japan

A major challenge involved in orbit design within the context of the circular restricted three-body problem CR3BP is the organization of the vast set of options that is available

Let φ be a semiflow of holomorphic maps of a bounded domain D in a complex Banach space. The general question arises under which conditions the existence of a periodic orbit of

As a consequence, the earthflow hazard maps representing the probability of temporal occurrence of the failures for the critical rainfall threshold value of 107.5 mm in the

In this note, we shall extend the theory of the harmonic maps on the param- eterized curves of two holomorphic (2, 0) - jets bundle, avoiding the difficulty related to the problem

Now it makes sense to ask if the curve x(s) has a tangent at the limit point x 0 ; this is exactly the formulation of the gradient conjecture in the Riemannian case.. By the

These constructions are also used to obtain extension results for maps with subexponentially integrable dilatation as well as BM O-quasiconformal maps of the

Therefore Corollary 2.3 tells us that only the dihedral quandle is useful in Alexander quandles of prime order for the study of quandle cocycle invariants of 1-knots and 2-knots..

The advection-diffusion equation approximation to the dispersion in the pipe has generated a considera- bly more ill-posed inverse problem than the corre- sponding