Incidence algebra
Incidence algebra In order theory, a field of mathematics ... every field of scalars there is an incidence algebra, an associative algebra defined as follows. The members of ...
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Talk:Incidence algebra
Talk:Incidence algebra I take it the zeta function is ... characterization of the invertible elements in the algebra? AxelBoldt 23:36 Jan 8, 2003 (UTC ... the classical Euler ch. equal to the incidence Euler ch. of the poset of faces ...
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Algebra of incidence   (translated from Spanish)
Algebra of incidence set partially ordered it is locally finite ... finite and each cuerpo of escalares has incidence algebra, that is álgebra associative defined as it follows. The members of the incidence algebra are functions f that it ...
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Associative algebra
Associative algebra This article is about a particular kind ... space. For other uses of the term "algebra" see algebra (disambiguation). In mathematics, an associative algebra is a vector space (or more generally ... are thus special algebras. Definition An associative algebra A over a field K is ...
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Incidence (geometry)
Incidence (geometry) In geometry, the relations of incidence are those such as 'lies on' between ... describing how subsets meet. The propositions of incidence stated in terms of them are statements ... in order to make the propositions of incidence true (without exceptions such as are caused ... to define projective space starting from linear algebra and homogeneous co-ordinates. Then the ...
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Talk:Incidence
Talk:Incidence I can't get the first lines ... Else! Can the note about moving the Incidence algebra page be removed now due to the ...
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Associative algebra   (translated from French)
Associative algebra This article is one ébauche to be ... by modifying it. In mathematic , one associative algebra is one espace vectorial in which a ... distributivity and of associativity . Definition An associative algebra A on one corps A is called unit associative algebra. Such an algebra is one anneau and contains the ...
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Associative algebra   (translated from Spanish)
Associative algebra In matemáticas , associative algebra it is espacio vectorial (or more generally ... special. Table of contents Definition An associative algebra on cuerpo K it is defined as ... A, then we called a A associative algebra with one or Unitarian (or unital). Such algebra is ring and it contains a ...
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Boolean algebra   (translated from Italian)
Boolean algebra matematica and informatica , booleane algebras, or booleani ... matrices (and consequently, through their matrices of incidence i digrafi) and other binary functions (present ... the notion of indicating function). Every Boolean algebra, in how much reticolo equipped of particular ... reticulated entirety partially ordered. Moreover every Boolean algebra turns out criptomorfa to a particular type ... a logical system. In particular, the Boolean algebra was an attempt to use the ...
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Algebra on field   (translated from Italian)
Algebra on field In matematica , for algebra on one campo K, or K- algebra, one agrees spazio vectorial To over K ... en, it...), some authors use the term "algebra" like synonym of "associative algebra". Other uses of the word algebra ...
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