Triple Play Time

Abstract: Digital convergence thrusts telephony, television and the internet into the socalled 'triple play' offerings, creating new forms of rivalry between cable operators and telephone companies. Markets participants feel compelled to enter new industries to survive, even though their core competencies are limited to their primary market. The outcome of triple play competition is likely to depend on the speed of the development of new technologies and the adaptation of the regulatory environment. In the short run, telephone companies will enjoy an advantage attributable to switching costs. However, this advantage will erode as younger subscribers switch to telephony on the internet.triple play; bundling; digital convergence; broadband access; television and telephone

That\u27s My Mom

With a dab of flour on her nose and a twinkle in her eyes the not too plump little woman stepped to the front of the stage. The scene was the auditorium of the local synagogue. The occasion was a meeting of the Sisterhood of the congregation. The program was a baking demonstration by Mrs. David Hollander. Mrs. Hollander was to show the ladies the fine art of making Viennese flaky cookies

Patenting Computer Data Structures: The Ghost, the Machine and the Federal Circuit

Courts view data structures, the mechanism by which computers store data in meaningful relationships, differently than do computer scientists. While computer scientists recognize that data structures have aspects that are both physical (how they are stored in memory) and logical (the relationships among the stored information), the Federal Circuit, in its attempts to set clear standards of the scope of patentability of data structures, has not fully appreciated their dualistic nature. This i-brief explains what data structures are, explores how courts have wrestled with setting a limiting principle to determine their patentability, and discusses the resultant impact on claim drafting

The development of structural adhesive systems suitable for use with liquid oxygen Summary report, 1 Mar. - 30 Nov. 1967

Structural adhesives prepared from fluorinated polyurethanes for use with liquid oxyge

Asymptotic efficiency of two nonparametric competitors of Wilcoxon's two sample test

Asymptotic efficiency of two nonparametric competitors of Mann-Whitney-Wilcoxon U tes

Realizing modules over the homology of a DGA

Let A be a DGA over a field and X a module over H_*(A). Fix an $A_\infty$-structure on H_*(A) making it quasi-isomorphic to A. We construct an equivalence of categories between A_{n+1}-module structures on X and length n Postnikov systems in the derived category of A-modules based on the bar resolution of X. This implies that quasi-isomorphism classes of A_n-structures on X are in bijective correspondence with weak equivalence classes of rigidifications of the first n terms of the bar resolution of X to a complex of A-modules. The above equivalences of categories are compatible for different values of n. This implies that two obstruction theories for realizing X as the homology of an A-module coincide.Comment: 24 page

A quenched large deviation principle in a continuous scenario

We prove the analogue for continuous space-time of the quenched LDP derived in Birkner, Greven and den Hollander (2010) for discrete space-time. In particular, we consider a random environment given by Brownian increments, cut into pieces according to an independent continuous-time renewal process. We look at the empirical process obtained by recording both the length of and the increments in the successive pieces. For the case where the renewal time distribution has a Lebesgue density with a polynomial tail, we derive the quenched LDP for the empirical process, i.e., the LDP conditional on a typical environment. The rate function is a sum of two specific relative entropies, one for the pieces and one for the concatenation of the pieces. We also obtain a quenched LDP when the tail decays faster than algebraic. The proof uses coarse-graining and truncation arguments, involving various approximations of specific relative entropies that are not quite standard. In a companion paper we show how the quenched LDP and the techniques developed in the present paper can be applied to obtain a variational characterisation of the free energy and the phase transition line for the Brownian copolymer near a selective interface