Imaging and Analysis of Subsurface Structures of the Japanese Islands by using Gravity Data

Chapter 2 introduces the coupling degree model and kernel density analysis to analyze the coupling relationship between the spatial distributions of welfare facilities

Although the holonomy gives infinitely many tight contact structures up to isotopy (fixing the boundary), this turns out to be a special feature of the nonrotative case. This

Standard domino tableaux have already been considered by many authors [33], [6], [34], [8], [1], but, to the best of our knowledge, the expression of the

In particular, we consider a reverse Lee decomposition for the deformation gra- dient and we choose an appropriate state space in which one of the variables, characterizing the

Debreu’s Theorem ([1]) says that every n-component additive conjoint structure can be embedded into (( R ) n i=1 ,. In the introdution, the differences between the analytical and

In order to be able to apply the Cartan–K¨ ahler theorem to prove existence of solutions in the real-analytic category, one needs a stronger result than Proposition 2.3; one needs

While conducting an experiment regarding fetal move- ments as a result of Pulsed Wave Doppler (PWD) ultrasound, [8] we encountered the severe artifacts in the acquired image2.

The scattering structure is assumed to be buried in the fluid seabed bellow a water waveguide and is a circular elastic shell filled with a fluid that may have different properties