Titlebook: Lyapunov Exponents of LinearCocycles; Continuity via Large Pedro Duarte,Silvius Klein Book 2016 Atlantis Press and the author(s) 2016 Berno

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Pedro Duarte,Silvius Kleinemic and policy debate. The perceived inability to assign criminal liability for crimes involving AWS raises concerns of accountability the and possibility encouraging misuse or reckless use. This chapter lies the groundwork for Part V, which is centred around criminal liability for AWS-related harm

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Pedro Duarte,Silvius Klein to make normative statements (e.g. regarding the prohibition on indiscriminate weapons). How users of AWS are expected to interpret and use such MoPs, however, is rarely addressed. This is problematic as many indicators, such as accuracy, are measured very differently for AI systems compared to con

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Pedro Duarte,Silvius Kleinreisende und Boten die P?sse überquerten und sich damit immer mehr Menschen den Gefahren des Hochgebirges aussetzten, wurden Lawinenniederg?nge und -unglücke in alten Chroniken und Berichten festgehalten. Eine der ersten ausführlichen Schilderungen erz?hlt von einer Pilgerfahrt über den Gro?en St. B

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Introduction,s and describe the central topic of this monograph, establishing continuity properties of the Lyapunov exponents and of the Oseledets decomposition. We provide a summary of the results in this monograph and review the relevant literature. As a preview of the methods used in this monograph, we presen

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Abstract Continuity of Lyapunov Exponents, availability of appropriate large deviation type (LDT) estimates which are uniform in the data. We provide a modulus of continuity that depends explicitly on the sharpness of the LDT estimate. Our method uses an inductive procedure based on the deterministic, general Avalanche Principle from the pr

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Large Deviations for Random Cocycles, cocycles over strongly mixing Markov shifts. Moreover, gaps in the Lyapunov spectrum lead to a H?lder modulus of continuity for these quantities. This result is an application of the abstract continuity theorems obtained in previous chapters, and generalizes a theorem of E. Le Page on the H?lder co

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