… Abstract: We establish a general splitting formula for index bundles of families of Dirac
type operators. Among the applications, our result provides a positive answer to a question …

… Both family members are shown to have the property of exclusive … splits based on the
proposed families are studied. We find that the best splits depend on the parameters in the families. …

… investigations of psychoanalytic object-relations theories of splitting as weil as of the borderline
and i?arcissiseic personality disorders. The Splitting Index (SI! wouHd also be useful as …

… are insensitive to the choice of splitting methods, other datasets are very sensitive to the
choice of splitting methods. For example, some of the CAMI family methods may be more …

In this paper we compare two tax systems which may be used to introduce family-based taxation
in a Region of Italy, Lombardy. The French-like tax system, which uses a family quotient, …

… Migrants, as economic survivors of their families, maintain … This split structure of their
families are more compulsion … exchanges shape and affect Georgian family life. As a result, we …

… In this section we turn to splitting families and the new concept of n-splitting families. We …
size of a splitting family. The result does not easily generalize to n-splitting families, so instead …

… -splitting families and 4-splitting families, and we provide lower bounds on the minimum size
of such families… We say that a set Bδ of such vectors is split if some index appears in exactly …

… by Faccio and Lang (2002) (64%) and Sraer and Thesmar (2007) (70%); however, one
should remember that we focus on a restricted sample of larger firms from the SBF 120 index (…

… All modern theorems on splitting families of infinite sets follow Miller's seminal 1937 inductive
proof [10], in which Miller assumes that an arbitrary ρ-uniform family of sets satisfies that …