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Titlebook: Mathematical Software – ICMS 2018; 6th International Co James H. Davenport,Manuel Kauers,Josef Urban Conference proceedings 2018 Springer I

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Emmanouil Christoforou,Angelos Mantzaflaris,Bernard Mourrain,Julien Wintz
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0302-9743 nsisted of 20 topical sessions, each of which providing an overview of the challenges, achievements and progress in a subeld of mathematical software research, development and use..978-3-319-96417-1978-3-319-96418-8Series ISSN 0302-9743 Series E-ISSN 1611-3349
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Inferring Safe Maude Programs with , in .. The specialization technique encoded in . is fully automatic and ensures that no good run of . is removed from ., while the number of bad runs is reduced to zero. We demonstrate the tool capabilities by specializing an overly general nondeterministic dam controller to fulfill a safety policy given by a set of system assertions.
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Finding a Middle Ground for Computer-Aided Cryptography,of two ways: tools focused on theoretical, or “provable,” aspects of security; and tools focused on verifying more practical implementation details. This paper discusses our motivation for, and early work towards, finding an approachable middle ground of the current cryptographic tool spectrum.
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Efficient and Secure Delegation to a Single Malicious Server: Exponentiation over Non-abelian Groupince a formal model was introduced in [.]. Recently, in [.] we proposed practical and secure solutions applicable to a class of cyclic groups. In this paper, we propose efficient and secure solutions applicable to a large class of multiplicative groups, possibly beyond groups currently subject to quantum cryptanalysis attacks.
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On the Interference Problem for Ellipsoids: Experiments and Applications, points between them. This characterisation provides a new approach for exact collision detection of two moving ellipsoids since the analysis of the univariate polynomials (depending on the time) in the previously mentioned formulae provides the collision events between them.
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Efficient Computation of Squarefree Separator Polynomials, the aforementioned algorithm, based on an efficient storing and visiting of the point trie. We complete the implementation with tests on some sets of points, giving different configurations of the corresponding tries.
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