Jurisdictional Problems In Nullity

Jurisdictional Issues in Global Transmissions

INTRODUCTION In the information age where teleconferences replace in-person meetings, where telecommuting replaces going to the office, and where international networks facilitate global transmissions with the apparent ease of calling one’s next-door neighbor, valuable assets change ownership at the speed of light. Louis Jionet, Secretary-General of the French Commission on Data Processing and ...

The Rank+Nullity Theorem

The rank+nullity theorem states that, if T is a linear transformation from a finite-dimensional vector space V to a finite-dimensional vector space W , then dim(V ) = rank(T ) + nullity(T ), where rank(T ) = dim(im(T )) and nullity(T ) = dim(ker(T )). The proof treated here is standard; see, for example, [14]: take a basis A of ker(T ) and extend it to a basis B of V , and then show that dim(im...

Nullity of Measurement - induced

Constructing jurisdictional advantage

This paper aims to advance economic development theory through the concept of jurisdictional advantage; demonstrating how places might strategically position themselves to gain economic advantage; then considering how this place-specific advantage might be constructed. We choose the term jurisdiction to define the set of actors that have a common interest in a spatially bound community. Jurisdi...

Integral trees with given nullity

A graph is called integral if all eigenvalues of its adjacency matrix consist entirely of integers. We prove that for a given nullity more than 1, there are only finitely many integral trees. It is also shown that integral trees with nullity 2 and 3 are unique.