Xem 1-12 trên 12 kết quả The modular group
  • The theory of automorphic functions in one complex variable was created during the second half of the nineteenth and the beginning of the twentieth centuries. Important contributions are due to such illustrious mathematicians as F. Klein, P. Koebe and H. Poincare. Two sources may be traced: the uniformization theory of algebraic functions, and certain topics in number theory. Automorphic functions with respect to groups with compact quotient space on the one hand and elliptic modular functions on the other are examples of these two aspects.

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  • The modular tooling concept was developed by cutting tool manufacturers from the long-standing tooling cartridges (Fig. 112 – indicates a typical self-contained cartridge), which had been previously available for many years. Initially, the modular tooling was designed and developed for turning operations (Fig. 113) and was demonstrably shown to offer amazing versatility to a whole range of machine tools and, not just the CNC versions.

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  • The Quality of Service mechanisms that have been added to the Cisco IOS all had their own set of classification options.

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  • Let Γ be a principal congruence subgroup of SLn (Z) and let σ be an Γ irreducible unitary representation of SO(n). Let Ncus (λ, σ) be the counting function of the eigenvalues of the Casimir operator acting in the space of cusp forms for Γ which transform under SO(n) according to σ. In this paper we Γ prove that the counting function Ncus (λ, σ) satisfies Weyl’s law. Especially, this implies that there exist infinitely many cusp forms for the full modular group SLn (Z). Contents 1. Preliminaries 2. Heat kernel estimates 3. Estimations of the discrete spectrum 4....

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  • Looking at a recent Cairns Group proposal on domestic support it can be seen that they want to strengthen the Green Box provision dealing with direct payments (including structural adjustment, environment and regional assistance) while capping overall spending on direct payments under the Green Box. As well, they hope to subject certain support sub-categories in the Box to reduction commitments. The Cairns Group paper further proposes to strengthen transparency, notification and review mechanisms to ensure programs meet the criteria set out in the Green Box.

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  • In terms of detail, the Cairns Group inter alia demands that payments under environmental programs should be less than the extra costs involved in complying. A controversial point could be that the EU’s environmental programs offer income foregone, additional costs as well as the financial incentive necessary to encourage farmers to make agri-environmental undertakings. The new suggestion brought forward by Cairns could thus be seen as an indicator that the Group is considering current practice, like by the EU, as too generous regarding the amount of the overall compensation.

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  • his book has two main goals: to provide a unifed and structured overview of this growing field, as well as to propose a corresponding software framework, the OpenTL library, developed by the author and his working group at TUM-Informatik. The main objective of this work is to show, how most real-world application scenarios can be naturally cast into a common description vocabulary, and therefore implemented and tested in a fully modular and scalable way, through the defnition of a layered

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  • Generally speaking, public-key cryptographic systems consist of raising elements of some group such as GF(2n), Z/NZ or elliptic curves, to large powers and reducing the result modulo some given element.

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  • Another key figure in the history of the diamond trade was German-born businessman and financier Ernest Oppenheimer. After he established the Anglo American Corporation, he bought De Beers shares whenever they came up for sale. By 1927 he was one of the most significant shareholders of the company; he was later named chairman. Under his leadership De Beers evolved into a global diamond empire.

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  • This book has two main goals: to provide a unifed and structured overview of this growing field, as well as to propose a corresponding software framework, the OpenTL library, developed by the author and his working group at TUM-Informatik. The main objective of this work is to show, how most real-world application scenarios can be naturally cast into a common description vocabulary, and therefore implemented and tested in a fully modular and scalable way, through the defnition of a layered, object-oriented software architecture.

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  • In this chapter, you will learn how to create and implement policies for managing disk usage—by user or by group. Next, you will learn how to upgrade, configure, compile, and install your own custom kernels. You will learn about the advantages and disadvantages of monolithic and modular kernels. You have three different ways to customize and optimize your kernel configuration for size and functionality. You will also learn the recommended techniques for configuring and installing the kernel.

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  • Regular rings were originally introduced by John von Neumann to clarify aspects of operator algebras ([33], [34], [9]). A continuous geometry is an indecomposable, continuous, complemented modular lattice that is not finite-dimensional ([8, page 155], [32, page V]). Von Neumann proved ([32, Theorem 14.1, page 208], [8, page 162]): Every continuous geometry is isomorphic to the lattice of right ideals of some regular ring. The book of K.R.

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