ParisMatch Ontology Matching at Scale

In cryptography, the Fast Syndrome-based hash Functions (FSB) are a family of cryptographic hash functions introduced in 2003 by Daniel Augot, Matthieu Finiasz, and Nicolas

Although users in buckets with large amounts of training data do benefit more from the personalized classifier (up- to 65% reduction in spam), even users that did not contribute to

And by considering the sign of the regression coefficients of the 2 significant pseudo-items, as well as the high correlations (loadings) of the items with the active

Since every edge of a bridgeless cubic graph is contained in a perfect matching (see [10]) the minimum number τ(G) of perfect matchings covering its edge set is well

[4] propose another technique based on a variant of the Shallue-Woestijne-Ulas (SWU) function, and explain how to construct secure hash functions to elliptic curves based on

The work needed for these attacks depends on the number of intermediate hash values of the target message, as this determines the work needed to find a linking message from

This yields, by redoing the “special construction” of Aldous [2], a stick-breaking construction of the tree T F , by now considering the trees R(k) as R -trees obtained as finite

We follow and analyze the properties of the dithering sequence used in Rivest’s hash function proposal, and develop a time-memory tradeoff which allows us to apply our