Titlebook: Spitzbergische oder Groenlandische Reise Beschreibung gethan im Jahr 1671; Aus eigner Erfahrung Friderich Martens Book 1923 Springer Scienc

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and admirers to the memory of this outstanding scholar and teacher. To mention but one side of his original and varied scientific work, the results and effects of which cannot be dis­ cussed here, Edmund Landau performed one of his greatest services in developing the analytic theory of prime numbers

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Friderich MartensThe problem is markedly different from the case when the weight . is two or more, in which case the dimension is .(.), . being the level [Shim]. In the case of weight one, it is believed (see [Duke], [MV]) that the dimension should be .(.) where the implied constant is absolute. Recall that by the D

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Friderich Martens security of the optimal Ate pairing using BN curves, which is one of the most efficient algorithms for computing paring, is based on the hardness of DLP over GF(..). Joux et al. proposed the number field sieve over GF(..) as an extension of the number field sieve that can efficiently solve the DLP

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Friderich Martens has not solved how to prevent the misuse of business processes. While data objects can be protected, a process cannot. The reason is the security of a process depends not only on its individual accesses and can only be accessed upon the process’ termination or when cast into the context of other pr

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Friderich Martens. This is due to several reasons, two most important of which are the structural symmetry and the difficulty in constructions of these designs (compared to other classes of designs). The initial part of this exposition will concentrate on new results on symmetric designs. Quasi-symmetric designs are

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Friderich Martens. This is due to several reasons, two most important of which are the structural symmetry and the difficulty in constructions of these designs (compared to other classes of designs). The initial part of this exposition will concentrate on new results on symmetric designs. Quasi-symmetric designs are

interlude

Friderich Martensdian Mathematician Srinivasa Ramanuj~ was held at the centre for Advanced study in Mathematics, Panjab University, Chandigarh, India during October 2-6, 2000. This volume contains the proceedings of that conference. In all there were 82 participants including 14 overseas participants from Austria, F

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Friderich Martens. It also has the false repu­ tation of being without any application to other areas of knowledge. Nevertheless, throughout their history, physical and natural sciences have experienced numerous unexpected relationships to number theory. The book entitled Number Theory in Science and Communication,

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Friderich Martens. It also has the false repu­ tation of being without any application to other areas of knowledge. Nevertheless, throughout their history, physical and natural sciences have experienced numerous unexpected relationships to number theory. The book entitled Number Theory in Science and Communication,