| 词汇 | linear-algebra |
| 释义 | BETA linear algebracollocation in Englishmeanings of linearand algebraThese words are often used together. Click on the links below to explore the meanings. linear adjective uk /ˈlɪn.i.ər/ us /ˈlɪn.i.ɚ/ consisting of relating to lines ... See more at linear algebra noun[ U ] uk /ˈæl.dʒə.brə/ us /ˈæl.dʒə.brə/ a part of mathematics in which signs and letters ... See more at algebra Examples of linear algebralinear algebra Elementary linearalgebra tells us that this is problematic. The paper defines an operational semantics for the linear-algebraic -calculus and discusses the relationship between linearity in the senses of linearalgebra and linear logic. Even the computation of flows of linear vector fields and compositions of such flows can be transformed into linearalgebra operations. The importance of structure preservation goes far beyond the realm of linearalgebra alone. The linearalgebra example in section 2 does in fact include primitive recursive instance types. His research interests are in artificial intelligence, as well as in mathematical logic, group theory, and linearalgebra. These two linearalgebra algorithms can be applied stochastically, and it is not very hard to compute the distributions of the resulting matrix. There is one column for each linearalgebra problem considered, and one row for each structured matrix class. Performance and portability are attained simultaneously because of the modular construction of the dense linearalgebra operations. We can be grateful to a physicst for teaching us brain researchers a linearalgebra for modeling interactive population dynamics. This article covers topics in stochastic linearalgebra (and operators). As in all interdisciplinary endeavours, there are many close connections to other fields, especially numerical linearalgebra, computer algebra, and compiler writing. However, these two sections manifest a successful story about viewing numerical linearalgebra algorithms as dynamical systems. The notion of structure preservation has been put into practice in numerical linearalgebra since its very early stage of development. The apparently unrelated classes of structured matrices for which efficient and accurate linear algebra algorithms exist share a common underlying algebraic structure. These examples are from corpora and from sources on the web. Any opinions in the examples do not represent the opinion of the Cambridge Dictionary editors or of Cambridge University Press or its licensors. |
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