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[[Category:Linear algebraists]] ...

[[Category:Linear algebraists]] ...

...es.chicagotribune.com/1988-02-10/news/8803290242_1_mathematics-ring-theory-linear-algebra}}</ref> was a [[mathematician]], appointed as professor at the [[Un ...ommutative ring theory]], but he also wrote papers on [[finite group]]s, [[linear algebra]], and [[mathematical economics]]. ...

...tion of mathematics as the science of [[logical truth|necessary truths]]|[[linear algebra]]s|[[celestial mechanics]]}} ...tics is the science that draws necessary conclusions".<ref>First line of ''Linear Associative Algebra''</ref> Peirce's definition of mathematics was credited ...

...f [[linear associative algebra]]s and as a pioneer in the development of [[linear]] non-[[associative]] [[algebra over a field|algebra]]s, although all of th [[Category:Algebraists]] ...

...e left), is preferred by physicists. Algebraists often place the conjugate-linear position on the right: {{math|1='''w''' ⋅ '''v''' = '''v'''^* ' For the problem of solving the linear equation {{math|1=''A'''''v''' = '''b'''}} where {{math|''A''}} is invertib ...

| thesis_title = Formal Properties of Over-Determined Systems of Linear Partial Differential Equations [[Category:Algebraists]] ...

...ion_heuristics_for_linear_matroids.pdf Branch decomposition heuristics for linear matroids]'' (with Jing Ma, Susan Margulies and Illya V.Hicks). Discrete Opt [[Category:Algebraists]] ...

...nnian]], the space which parameterizes all [[Dimension|''k''-dimensional]] linear subspaces of an ''n''-dimensional [[vector space]] ''V''. In linguistics h ...of 1894–1911, contains the first known appearance of what is now called [[linear algebra]] and the notion of a [[vector space]]. He went on to develop those ...

...tion|General Motors]]) developed computational methods besides [[numerical linear algebra]], notably the representation of smooth curves via [[cubic spline]] [[Category:Algebraists]] ...

...ath>),<ref name=MacTutor /><ref name="Levey2008" /> and solved sets of non-linear [[simultaneous equations]] with three unknown [[Variable (mathematics)|vari A small treatise teaching how to solve indeterminate [[linear system]]s with positive [[integral|integral solutions]].<ref name="Sesiano0 ...

[[Category:Linear algebraists]] ...

...ring-Jerrard form''. The Bring-Jerrard form only contains the quintic, the linear and the absolute equation term: [[Category:Linear algebraists]] ...

...oup which will be worked with, and thus, a group action must be specified. Algebraists, on the other hand, are more interested in the groups themselves and would ...nger |title=Cycle indices of linear, affine and projective groups |journal=Linear Algebra and Its Applications |year=1997 |volume=263 |pages=133–156 |doi=1 ...

* [[Cayley–Hamilton theorem]] in [[linear algebra]] [[Category:Linear algebraists]] ...

...f [[vector space]]s, since there are modules that do not have any [[basis (linear algebra)|basis]], that is, do not contain a [[spanning set]] whose elements ...ings, similar to the role of the [[finite-dimensional vector space]]s in [[linear algebra]]. In particular, [[Noetherian rings]] (see also ''{{slink||Noether ...

...2 (1973)]</ref> which contains a general theory of the representation of [[linear group]]s. According to Vogt,<ref>vgl. Vogt, Anne</ref> he began to use the ===Linear groups=== ...

[[Category:Linear algebraists]] ...

...); generalization of the law of large numbers (K.P.Perksidskiy). Geometry: linear winding functions (P.A.Shirokov); symmetric spaces with uncertain metrics ( Young algebraists often attended P.A.Shirokov's seminar because N. G. Chebotarev believed tha ...

* {{cite book | last = Kaplansky | first = Irving | author-mask=2 | title =Linear algebra and geometry; a second course | year = 1969}} [https://books.google [[Category:Algebraists]] ...