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Showing 1 to 20 of 1423 for “"Ideals"”.
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Ideals and Realities
… of feelings, it is necessary to balance ideals and realities, combine experience and creativity, and blend concepts and materials. Ideals and realities are discussed in this paper, using an approach that concentrates on foundational principles. The ideals of morality, beauty, goodness, …
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Powers of Monomial Ideals
We study monomial ideals in polynomial rings in two variables x, y over a field K. We determine various monomial ideals I such that Ik = (Mn)k where M is the maximal ideal generated by x, y and k is the least such integer. This is related to the well-known notion of Ratliff-Rush closures of an …
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Ideals and Commutators of Operators
<p>Subideals. A subideal of operators is an ideal of J (called a J-ideal) for J an arbitraryideal of B(H). Necessary and sufficient conditions are determined for a finitely generatedsubideal to be also an ideal of B(H) and then these conditions are exploited to characterizeall finitely generated …
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Polynomial ideals in algebraic complexity
Submission original under an indefinite embargo labeled 'Open Access'. The submission was exported from vireo on 2023-12-04 without embargo terms
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Grobner Bases and Ideals of Points
… in this paper. In Chapter 1, we have a review of ideals, the definitions and types of monomial ordering, the multivariate polynomial division algorithm and its examples. After ascertaining the monomial ordering on multivariate polynomials, we establish a leading term of a polynomial.In Chapter 2, …
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Romantic Ideals in Contemporary Folk Music
… in the Romantic Era and Transcendentalist ideals and philosophy. The works and philosophy of Samuel Taylor Coleridge (1772-1834), William Wordsworth (1770-1850), John Keats (1795-1821), as well as Henry David Thoreau (1817-1862), Ralph Waldo Emerson (1803-1882), among others and their …
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Ideals of powers of linear forms
… addresses two closely related problems about ideals of powers of linear forms. In the first chapter, we analyze a problem from spline theory, namely to compute the dimension of the vector space of tri-variate splines on a special class of tetrahedral complexes, using ideals of powers of linear …
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Projective Resolutions of Generic Order Ideals
… a perfect prime ideal of grade n $-$ 1 and the ideals J$\sb{\rm n+1}$ and (J$\sb{\rm n}$,Y$\sb{\rm n+1}$) are linked by the regular sequence $\{$g$\sbsp{1}{\rm (n+1)},\dots$,g$\sbsp{\rm n}{\rm (n+1)}\}$.
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Computing the Binomial Part of Polynomial Ideals
Given an ideal in a polynomial ring over a field, we present a complete algorithm to compute its binomial part.
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Buddhist Philosophy and the Ideals of Environmentalism
… between contemporary environmentalist ideals and Buddhist philosophy, focusing, first, on the problem of value in nature. I argue that the teachings found in the Pāli canon cannot easily be reconciled with a belief in the intrinsic value of life, whether human or otherwise. This is …
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MONOID RINGS AND STRONGLY TWO-GENERATED IDEALS
<p>This paper determines whether monoid rings with the two-generator property have the strong two-generator property. Dedekind domains have both the two-generator and strong two-generator properties. How common is this? Two cases are considered here: the zero-dimensional case and the …
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On Symmetric Operator Ideals and s-Numbers
<p>Motivated by the well-known theorem of Schauder, we study the relationship between various <em>s</em>-numbers of an operator<em> T</em> and its adjoint <em>T</em>∗ between Banach spaces. For non-compact operator <em>T</em> ∈ <em>L</em>(<em>X, Y</em> ), we do not have a lot of information about …
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Ideals of Linear Type and C -Sequences
… other things, we give a new simple proof that ideals generated by c-sequences are of linear type (by adapting a theorem of K. Raghavan about d-sequences), prove that initial subsequences of c-sequences are again c-sequences and deduce that every c-sequence is a sequence of linear type.
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Precipitous Ideals on Cbas (Complete Boolean Algebras)
The subject of the thesis is precipitous ideals on complete Boolean algebras (abbr. cBas) which are generalizations of precipitous ideals on power sets introduced by Jech and Prikry.
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Monomization of power Ideals and parking functions
… in terms of graphs. Using the symmetry of these ideals, we can find monomial ideals which preserve much of the structure of the zonotopal algebras while being computationally very efficient, in particular far faster than Gröbner basis techniques. We extend this monomization theory from the known …
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Iranian Leadership Ideals: A Culturally-based Leadership Approach
… and a distinct culture has evolved with unique ideals of leadership which are clearly reflected in Iran’s rich literary traditions.</p> <p>This study, which is part of a long-term research agenda, relies on that literary tradition along with recent research that suggests ideals of Iranian and …
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Ideals and Maximal Commutative Subrings of Graded Rings
… mainly concerned with the intersection between ideals and (maximal commutative) subrings of graded rings. The motivation for this investigation originates in the theory of C*-crossed product algebras associated to topological dynamical systems, where connections between intersection properties …
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Topics in the Generation of Ideals of Posets
We study the generation of the fixed ideals of finite partial orders with particular attention in finding Gray codes for their generation. Pruesse and Ruskey conjecture that the graph J(P,k), which contains as vertices the k-ideals of the poset P, with an edge between vertices that differ by a …
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