The document discusses developing policy for emerging technologies and government 2.0. It notes the U.S. Department of State uses various social media platforms, including over 100 Twitter feeds and 28 blogs. It outlines challenges in policy development, procurement, and evaluation given evolving technologies. Practical management of social media involves considerations around security, privacy, records management and more. The talk encourages embracing new technologies while addressing legal and other concerns.
5 Intranet Realities For Business In The Web 2 WorldShannon Ryan
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The document outlines the importance of modern intranets in enhancing collaboration and productivity within organizations, emphasizing that collaboration is a necessity rather than a luxury. It discusses the shift from Web 1.0 to Web 2.0, indicating that effective information sharing and collective intelligence are key to innovation and improved performance. Additionally, it presents an intranet maturity model to help organizations assess their intranet development and strategic planning.
Mixed martial arts is a full contact combat sport that allows fighters to use various grappling and striking techniques from different fighting styles. MMA originated in 1993 with the UFC and initially had no weight classes or rules. Current MMA bouts consist of 3 or 5 five-minute rounds depending on if it is a championship bout. There are also rules regarding eye gouging, shots below the belt, hair pulling, and knee strikes on the ground. Fighters can employ styles such as boxing, wrestling, jiu-jitsu, or a freestyle approach.
Copyrighted Software And A Life Of Freelancer EngNirun Chaiyadet
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The document discusses the author's past and present experiences with using legal and pirated software as a freelance web developer in Thailand. It provides examples of free and trial software that can be used instead of purchasing expensive commercial alternatives. It also discusses how the author earns money to purchase legitimate software and the benefits of doing so.
The document discusses research on the growth of extreme fluctuations in stochastic differential equations (SDEs) with Markovian switching. It introduces the topic and outlines the following:
1) It considers the rate of growth of partial maxima of solutions to SDEs with mean-reverting drift and bounded or unbounded noise intensity.
2) The analysis uses regularly varying functions, which have useful properties for this type of analysis.
3) It will present main results and proofs for the case of bounded noise intensity, and discuss extensions and future work.
This document is a presentation on the size of fluctuations in nonlinear stochastic differential equations with Markovian switching. It includes an introduction on motivation and regular variation. Then it outlines the main results on bounded noise and the proofs. It discusses extensions to unbounded noise and concludes with comments on future work.
This document discusses nonlinear stochastic differential equations (SDEs) with Markovian switching. It is divided into four main sections: an introduction discussing motivation and regular variation; bounded noise presenting main results and proofs; extensions examining unbounded noise; and comments and future work. The document appears to be a presentation on analyzing the size of fluctuations in finite dimensional SDEs with Markovian switching.
Toussaint L'Ouverture led former slaves in Haiti to fight for and establish their independence from France in 1804. Miguel Hidalgo and Agustin de Iturbide helped lead Mexico to independence from Spain, first with Hidalgo's 1810 Cry of Dolores and then with the formal declaration of independence in 1821. Simon Bolivar liberated several South American countries from Spanish rule between 1807-1822, establishing Gran Columbia. Jose de San Martin also fought for South American independence from Spain in the 1810s and 1820s in Argentina, Chile, and Peru. Dom Pedro declared Brazil's independence from Portugal in 1822 without war when he was left to rule as his father's
The document discusses a stochastic differential equation (SDE) with Markovian switching that is used to model financial market behavior subject to random regime shifts. Key results shown include:
1) The SDE model exhibits the same long-run growth and deviation properties as classical geometric Brownian motion, obeying the law of the iterated logarithm.
2) Mathematical analysis is presented of the SDE with Markovian switching.
3) The results are applied to financial market models to account for random regime shifts between bullish and bearish states and changes in market sentiment.
Enterprise 2.0: Social Networking in the CorporationShannon Ryan
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Shannon Ryan is the President and CEO of nonlinear.ca. An article from 2007 discusses harnessing the power of informal employee networks within companies. The article was written by Lowell L. Bryan, Eric Matson, and Leigh M. Weiss for McKinsey Quarterly.
Portafolio Fotográfico del Colegio 2008joseestrada
The document discusses stochastic differential equations (SDEs) with Markovian switching, where parameters of the SDE can change according to a Markov process. It first provides background on classical geometric Brownian motion models of financial markets. It then shows that SDEs with Markovian switching exhibit the same long-run growth and fluctuation properties as geometric Brownian motion models. The document is structured to cover: 1) introduction, 2) mathematical results on SDEs with switching, 3) application to financial market models, and 4) extensions.
Copyrighted Software And A Life Of Freelancer EngNirun Chaiyadet
?
The document discusses the author's past and present experiences with using legal and pirated software as a freelance web developer in Thailand. It provides examples of free and trial software that can be used instead of purchasing expensive commercial alternatives. It also discusses how the author earns money to purchase legitimate software and the benefits of doing so.
The document discusses research on the growth of extreme fluctuations in stochastic differential equations (SDEs) with Markovian switching. It introduces the topic and outlines the following:
1) It considers the rate of growth of partial maxima of solutions to SDEs with mean-reverting drift and bounded or unbounded noise intensity.
2) The analysis uses regularly varying functions, which have useful properties for this type of analysis.
3) It will present main results and proofs for the case of bounded noise intensity, and discuss extensions and future work.
This document is a presentation on the size of fluctuations in nonlinear stochastic differential equations with Markovian switching. It includes an introduction on motivation and regular variation. Then it outlines the main results on bounded noise and the proofs. It discusses extensions to unbounded noise and concludes with comments on future work.
This document discusses nonlinear stochastic differential equations (SDEs) with Markovian switching. It is divided into four main sections: an introduction discussing motivation and regular variation; bounded noise presenting main results and proofs; extensions examining unbounded noise; and comments and future work. The document appears to be a presentation on analyzing the size of fluctuations in finite dimensional SDEs with Markovian switching.
Toussaint L'Ouverture led former slaves in Haiti to fight for and establish their independence from France in 1804. Miguel Hidalgo and Agustin de Iturbide helped lead Mexico to independence from Spain, first with Hidalgo's 1810 Cry of Dolores and then with the formal declaration of independence in 1821. Simon Bolivar liberated several South American countries from Spanish rule between 1807-1822, establishing Gran Columbia. Jose de San Martin also fought for South American independence from Spain in the 1810s and 1820s in Argentina, Chile, and Peru. Dom Pedro declared Brazil's independence from Portugal in 1822 without war when he was left to rule as his father's
The document discusses a stochastic differential equation (SDE) with Markovian switching that is used to model financial market behavior subject to random regime shifts. Key results shown include:
1) The SDE model exhibits the same long-run growth and deviation properties as classical geometric Brownian motion, obeying the law of the iterated logarithm.
2) Mathematical analysis is presented of the SDE with Markovian switching.
3) The results are applied to financial market models to account for random regime shifts between bullish and bearish states and changes in market sentiment.
Enterprise 2.0: Social Networking in the CorporationShannon Ryan
?
Shannon Ryan is the President and CEO of nonlinear.ca. An article from 2007 discusses harnessing the power of informal employee networks within companies. The article was written by Lowell L. Bryan, Eric Matson, and Leigh M. Weiss for McKinsey Quarterly.
Portafolio Fotográfico del Colegio 2008joseestrada
The document discusses stochastic differential equations (SDEs) with Markovian switching, where parameters of the SDE can change according to a Markov process. It first provides background on classical geometric Brownian motion models of financial markets. It then shows that SDEs with Markovian switching exhibit the same long-run growth and fluctuation properties as geometric Brownian motion models. The document is structured to cover: 1) introduction, 2) mathematical results on SDEs with switching, 3) application to financial market models, and 4) extensions.
SAP Netweaver?业务流程管理(BPM)组件允许业务和IT专家高效、快速地模拟和执行业务流程,无需编程。该解决方案提高了流程实施的速度、灵活性和质量,帮助公司优化运作,降低成本,并加强了业务与IT之间的协作。通过集成业务规则和用户友好的界面,SAP Netweaver BPM支持公司应对不断变化的业务需求。
SAP NetWeaver?业务流程管理(BPM)组件支持业务和IT专家在无须编程的情况下快速模拟和执行业务流程,从而提升实施速度、灵活性和质量,最终降低成本。该软件提供协作式流程建模和用户友好的界面,使得业务规则可以直接整合,促进了业务部门和IT部门之间的紧密协作。通过与SAP技术平台的整合,公司能够更好地应对不断变化的业务需求,提升流程的透明度和决策质量。
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