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Many basic concepts and results in vector analysis have their origin in Hamilton's papers on quaternions.
Nevertheless, Steiner contributed many basic concepts and results in projective geometry.
Basic concepts and results in discrete mathematics: graphs, trees, connectivity, Ramsey theorem, enumeration, binomial coefficients, Stirling numbers.
The aim of this paper is to summarize some of the basic concepts and results, available in the mathematical (and partially) or engineering literature, related to functional or differential functional equations with abstract Volterra operators (causal or nonanticipative, as these operators are called in the engineering literature).
We now recall some basic concepts and results.
In this subsection, we first recall some basic concepts and results over Euclidean Jordan algebras.
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In Section 2, we provide some basic concepts and useful results on EJAs and symmetric cones.
In Section 2, some basic concepts and fundamental results about subspaces and Eq. (1.1) are introduced.
We first need to recall some basic concepts and necessary results.
In this section, we will provide some important basic concepts and useful results.
In this section, first, we introduce some basic concepts and fundamental results on time scales.
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