The article suggests an interdisciplinary dialogue among Christian anthropology, the social doctrine of Church, human development para-digm UN and economics Austrian school. It emphasizes that main difference between them is anthropology based on transcendental personalism, but there are methodological points in common. In thought liberalism, dynamic, inte-gral (of whole man for all men), solid...

where E,, E, and If,, H, represent electric and magnetic components measured along two orthogonal axes (in this paper, for simplicity, to be north and east, respectively). The elements ;,, comprise the magnetotelluric impedance tensor, and they are generally complex due to phase differences between the electric and magnetic fields. All quantities in equation (I ) are frequency dependent. For th...

It is shown that for a certain class of Yang-Baxter maps (or set-theoretical solutions to the quantum Yang-Baxter equation) the Lax representation can be derived straight from the map itself. A similar phenomenon for 3D consistent equations on quadgraphs has been recently discovered by A. Bobenko and one of the authors, and by F. Nijhoff. Introduction. In 1990 V.G. Drinfeld suggested the proble...

The detrimental effects of increased intra-abdominal pressure (IAP) on kidneys and other intra-abdominal organs have been known for a long time, particularly in postoperative conditions [1]. In recent decades, the significance of intra-abdominal hypertension (IAH) has been increasingly recognized because it is much more prevalent than expected and is associated with increased morbidity and mort...

2014 We describe the defect structure of a tetrahedral close packed model. Defects appear as a hierarchy of interlaced disclination networks which form the locus of sites where the local order deviates from a perfect icosahedral environment. This defect structure is generated by an iterative process which gradually decreases the curvature of an ideal polytope model. Tome 45 No 17 ler SEPTEMBRE ...

We study the group of homotopy classes of self maps of compact Lie groups which induce the trivial homomorphism on homotopy groups. We completely determine the groups for SU(3) and Sp(2). We investigate these groups for simple Lie groups in the cases when Lie groups are p-regular or quasi p-regular. We apply our results to the groups of self homotopy equivalences. Introduction Let [X,Y ] be the...

approved ^ x ;^ ■«= 1 «B (Mtj^or professor) The free fatty acids of Cheddar cheese are important components in the over-all flavor and aroma of the cheese. Although the more volatile fatty acids probably contribute most, there is reason to believe that the higher fatty acids may contribute, to some extent, in imparting typical flavor characteristics. Before the advent of gas-liquid chromatograp...

We construct homotopically non-trivial maps from Sm to Sn with arbitrarily small 3-dilation for certain pairs (m,n). The simplest example is the case m = 4, n = 3, and there are other pairs with arbitrarily large values of both m and n. We show that a homotopy class in π7(S) can be represented by maps with arbitrarily small 4-dilation if and only if the class is torsion. The k-dilation of a map...