Proper Weyl Collineations in Kantowski-Sachs and Bianchi Type III Space-Times

A study of proper Weyl collineations in Kantowski-Sachs and Bianchi type III space-times is given by using the rank of the 6X6 Weyl matrix and direct integration techniques. Studying proper Weyl collineations in each of the above space-times, it is shown that there exists no such possibility when the above space-times admit proper Weyl collineations.Comment: 5 page

Proper projective collineation in non-static spherically symmetric space-times

We investigate the proper projective collineation in non-static spherically symmetric space-times using direct integration and algebraic techniques. Studying projective collineation in the above space-times, it is shown that the space-times which admit proper projective collineations turn out to be very special classes of static spherically symmetric space-times.Comment: 13 page

Affective Organizational Commitment in Global Strategic Partnerships: The Role of Individual-Level Microfoundations and Social Change

The roles and commitment of employees within global strategic partnerships are imperative to their success. Whilst previous studies have addressed certain individual-level microfoundations and social change in an interpretivist manner, this study first proposes a theoretical framework consists of individual-level microfoundations, social change and affective organizational commitment—interlinked with social identity theory. We then validate the 16-item scale for individual-level microfoundations and the 24-item scale for social change based on data collected from global strategic partnerships. For testing of our conceptualization, path modeling finally confirms significant relationships between the constructs. Our findings further present the partial mediating role of social change between individual-level microfoundations and affective organizational commitment. Therefore, the study provides a new pathway in advancing our understanding of global strategic partnerships. It also validates two new constructs directly relevant to managing global strategic partnerships. We discuss theoretical and practical implications of these linkages and contributions, and conclude by providing suggestions for future research

Enabling MPSoC design space exploration on FPGAs

Future applications for embedded systems demand chip multiprocessor designs to meet real-time deadlines. These multiprocessors are increasingly becoming heterogeneous for reasons of cost and power. Design space exploration (DSE) of application mapping becomes a major design decision in such systems. The time spent in DSE becomes even greater with multiple applications executing concurrently. Methods have been proposed to automate generation of multiprocessor designs and prototype them on FPGAs. However, only few are able to support heterogeneous platforms. This is because heterogeneous processors require different types of inter-processor communication interfaces. So when we choose a different processor for a particular task, the communication infrastructure of the processor also has to change. In this paper, we present a module that integrates in a multiprocessor design generation flow and allows heterogeneous platform generation. This module is area efficient and fast. The DSE shows that up to 31% FPGA area can be saved when heterogeneous design is used as compared to a homogeneous platform. Moreover, the performance of the application also improves significantly

Validity of Landauer's principle in the quantum regime

We demonstrate the validity of Landauer's erasure principle in the strong coupling quantum regime by treating the system-reservoir interaction in a consistent way. We show that the initial coupling to the reservoir modifies both energy and entropy of the system and provide explicit expressions for the latter in the case of a damped quantum harmonic oscillator. These contributions are related to the Hamiltonian of mean force and dominate in the strong damping limit. They need therefore to be fully taken into account in any low-temperature thermodynamic analysis of quantum systems.Comment: 4 pages, 2 figure

Psychiatric Underpinnings of Chronic Diabetic Neuropathic Pain

There is increasing evidence that psychosocial factors may be involved in the pathophysiology of chronic diabetic neuropathic pain. Individuals with diabetic polyneuropathy exhibit significantly higher rates of axis I psychiatric disorders, and worsening neuropathic symptoms correlate with worsened psychiatric illness. This association exists even when social-support and quality-of-life measures are controlled. Aberrant supraspinal structures and neuronal networks in diabetic neuropathy mimic those found in other psychiatric illnesses. Response to standard medications and therapeutic approaches remains unsatisfactory, and antidepressants continue to serve as first-line treatment for diabetic neuropathy. The exact interplay between neuropathic pain and psychiatric illness remains unclear and may have a common pathophysiological focus. This area of study needs to be revisited and psychological interventions must be explored as possible treatment options for diabetic neuropathy.

Weyl collineations that are not curvature collineations

Though the Weyl tensor is a linear combination of the curvature tensor, Ricci tensor and Ricci scalar, it does not have all and only the Lie symmetries of these tensors since it is possible, in principle, that "asymmetries cancel". Here we investigate if, when and how the symmetries can be different. It is found that we can obtain a metric with a finite dimensional Lie algebra of Weyl symmetries that properly contains the Lie algebra of curvature symmetries. There is no example found for the converse requirement. It is speculated that there may be a fundamental reason for this lack of "duality".Comment: 9 page