Binary quadratic forms and Eichler orders

Reversing the proof of proposition 4.5 and using the classification theorem for vector bundles we deduce a new proof of local class field theory.. Of course, this is probably the

In this note we prove a new local well-posedness theorem for the KP-I equation (1.2), and use the well-known conservation laws to establish a new global well-posedness result as

GOLDFELD, An asymptotic formula relating the Siegel zero and the class number of quadratic fields, Annali Scuola Normale Superiore, Serie IV, 2

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In this paper, we make use of the relations between the braid and mapping class groups of a compact, connected, non-orientable surface N without boundary and those of its

The cunning feature of the equation is that instead of calculating the number of ways in which a sample including a given taxon could be drawn from the population, which is

Recent researches of the PBA class carried out in [7] made it possible to establish that the full class of bent-sequences of length n  16 and cardinality J bent  896 includes

In this paper we focus on link prediction for knowledge graphs, treated as a binary classification problem on entity embeddings. In this work we provide our first results of