3,309 research outputs found

    A Breakdown Voltage Multiplier for High Voltage Swing Drivers

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    A novel breakdown voltage (BV) multiplier is introduced that makes it possible to generate high output voltage swings using transistors with low breakdown voltages. The timing analysis of the stage is used to optimize its dynamic response. A 10 Gb/s optical modulator driver with a differential output voltage swing of 8 V on a 50 Ω load was implemented in a SiGe BiCMOS process. It uses the BV-Doubler topology to achieve output swings twice the collector–emitter breakdown voltage without stressing any single transistor

    Two Minimal Clinically Important Difference (2MCID) : A New Twist on an Old Concept

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    This work is open access licensed under a Creative Commons Attribution-NonCommercial 4.0 International License, https://creativecommons.org/licenses/by-nc/4.0/Peer reviewe

    On the Integration of Emerging Stock Markets in the Middle East

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    Results from the Johansen-Juselius test suggest that the Middle East emerging stock markets are segmented globally, but appear highly integrated within the region. Moreover, the Gonzalo- Granger test, in conjunction with error-correction models, indicates that the market in Egypt is a dominant force driving other markets in the region. The apparent segmentation of the markets in the Middle East from the global market implies that these emerging markets provide international investors with potential diversification gains.

    The German discovery of America : commerce and diplomacy in two emerging nations, 1776-1835

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    The early German-American relationship does not lend itself easily to traditional diplomatic history. American scholarship has neglected the subject entirely, perhaps because the most important actors not only were not Americans, but were operating far beneath the official channels of statesmanship. Hanseatic merchants opened the doors to the German-American relationship, and kept those doors open for fifty years until diplomats finally caught up to them. With the subtlety of bees cross-pollinating distant flowers, these men made German-American ties an economic fait accompli long before national governments saw the need to codify the relationship in treaties and endow it with well-staffed embassies.An emerging liberal bourgeoisie in the seaports of North Germany and the youngUnited States established economic and social connections which drew their two societies together, despite a long period of revolution and warfare. The result was a cultural linkage far more important than the paper agreements of statesmen and leaders, because it led to the movement of goods, ideas about free-trade and capitalism, and ultimately millions of immigrants. This work draws together the historical records of diplomats, merchants,statesmen, magistrates, immigrants, and literati in both Germany and the United States, to illustrate the ways in which Germans and Americans discovered each other in a time of great political upheavals, and what came of these discoveries.Although American and German statesmen made occasional overtures in each other\u27s direction, and although the United States signed three treaties with Prussia, these proved to be little more than pleasantries. The economic connections established between the American seaports and the Hanse cemented German-American relations during the first half-century of American independence. The efforts of many small, independent entrepreneurs combined to develop into social, cultural, and ultimately political connections by the time of the great German emigrations of the mid-19th century

    Pairs of disjoint matchings and related classes of graphs

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    For a finite graph GG, we study the maximum 22-edge colorable subgraph problem and a related ratio μ(G)ν(G)\frac{\mu(G)}{\nu(G)}, where ν(G)\nu(G) is the matching number of GG, and μ(G)\mu(G) is the size of the largest matching in any pair (H,H)(H,H') of disjoint matchings maximizing H+H|H| + |H'| (equivalently, forming a maximum 22-edge colorable subgraph). Previously, it was shown that 45μ(G)ν(G)1\frac{4}{5} \le \frac{\mu(G)}{\nu(G)} \le 1, and the class of graphs achieving 45\frac{4}{5} was completely characterized. We show here that any rational number between 45\frac{4}{5} and 11 can be achieved by a connected graph. Furthermore, we prove that every graph with ratio less than 11 must admit special subgraphs

    Teaching Beyond Trans-Competency: Exploring Trans-Affirming Pedagogy Through Applied Case Studies

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    In this paper, we share two applied case studies social work instructors can use to teach trans-affirming, anti-oppressive practice. These cases span two practice arenas, child welfare and low-barrier shelter services, and are derived from practice in the authors’ personal and professional experiences in the Northeastern and Midwestern regions of the United States. For each case, we describe the accompanying class context, share our pedagogical approach, name the underlying assumptions and structures that facilitate harm, explore relevant practice skills, and identify theoretical, philosophical, and ethical commitments essential for trans-affirming practice. Our approach to social work education on transgender and gender expansice (TGE) issues goes beyond the didactic forms of trans-competency lectures we are all too familiar with, whereby students memorize statistics and terms. Instead, we offer strategies to open up possibilities for transformative and sustainable shifts in thinking about social work practice with TGE communities. In this article, we use “TGE” to refer to transgender and gender expansive individuals and LGBTQ+ to refer to people belonging to gender and sexual minority groups. Any deviations represent language used within specific studies or cases cited
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