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Showing 1 to 20 of 1452 for “"Algebra"”.
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From Homological Algebra To Topology via Type B Zigzag Algebra and Heisenberg Algebra
… projective modules over a finite dimensional algebra which we call the type $B$ zigzag algebra. This categorical action is closely related to the action of the type $B$ braid group on curves on the disc. Thus, our exposition can be seen as a type $B$ analogue of the work of Khovanov-Seidel. …
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From Homological Algebra To Topology via Type B Zigzag Algebra and Heisenberg Algebra
… projective modules over a finite dimensional algebra which we call the type $B$ zigzag algebra. This categorical action is closely related to the action of the type $B$ braid group on curves on the disc. Thus, our exposition can be seen as a type $B$ analogue of the work of Khovanov-Seidel. …
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Homological algebra
… relate with the functor Ext used in homological algebra."--Document.</p>
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Hopfological Algebra
… some basic homological theory of hopfological algebra as defined by Khovanov. A simplicial bar resolution for an arbitrary hopfological module is constructed, and some derived analogue of Morita theory is established. We also discuss about some special classes of examples that appear naturally …
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Credit Card Interest Curriculum for Algebra 1 and Algebra 2
… implement credit card interest literacy into the Algebra 1 and Algebra 2 curriculum and was created by a second career teacher from the financial field. Financial mistakes made early in life can have serious implications and could be very costly. Studies show that less than one-third of young …
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Max-Plus Algebra
In max-plus algebra we work with the max-plus semi-ring which is the set ℝ<sub>max</sub>=[-∞)∪ℝ together with operations 𝑎⊕𝑏 = max(𝑎,𝑏) and 𝑎⊗𝑏= 𝑎+𝑏. The additive and multiplicative identities are taken to be ε=-∞ and ε=0 respectively. Max-plus algebra is one of many idempotent semi-rings which …
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Miki Images of Quantum Toroidal Algebra Generators in the Shuffle Algebra
… the images of generators of the quantum toroidal algebra. We will be working in the small shuffle algebra, which is isomorphic to the positive part of the quantum toroidal algebra. There, we will be computing commutators, which are equal to images under the Miki automorphism, though are much …
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Understanding abstract algebra concepts
… of and manipulations with elementary abstract algebra concepts including the concepts of binary operation, identity and inverse element, group, subgroup, cyclic group. To accomplish this, students participating in the abstract algebra class were observed during one semester. Analysis of …
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Languages in General Algebra
Made available in DSpace on 2015-05-12T21:43:34Z (GMT). No. of bitstreams: 2 license.txt: 4848 bytes, checksum: 96035ab3f5e1c23cc7138a224ce498bd (MD5) 7013481.PDF: 1615782 bytes, checksum: 894391ffc8573ffad8826acb385e8f07 (MD5) Previous issue date: 1969
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Linear Algebra Over Skewfields
Made available in DSpace on 2014-12-09T22:17:44Z (GMT). No. of bitstreams: 1 6808271.pdf: 1920968 bytes, checksum: 5882b89ea0743ccce40295b26ef3d432 (MD5) Previous issue date: 1967
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Sparse tensor algebra compilation
… shows how to compile any sparse tensor algebra expression to CPU and GPU code that matches the performance of hand-optimized implementations. A tensor algebra expression is sparse if at least one of its tensor operands is sparse, and a tensor is sparse if most of its values are zero. If …
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What’s So Hard About Algebra? A Grounded Theory Study of Adult Algebra Learners
… fewer than half of students who enroll in basic algebra courses finish with a grade of C or better. Such a low success rate creates an intense demand on institutional resources, including faculty efforts, tutorial services, classroom availability, and financial aid. Furthermore, students who do …
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Access to Algebra I, Gateway to Success: The Impact of Eighth-Grade Algebra I.
<p>An understanding of Algebra I and the role that this foundational course plays as an entry to the college preparatory pathway in secondary education and its influence on mathematical achievement is an integral component for the education of American youth in the global world of science and …
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Homomorphisms between bubble algebra modules
… we study the representation theory of the bubble algebras. We focus on determining the homomorphisms between cell modules for these algebras. We show that the bubble algebras are cellular, and form a tower of recollement. By decomposing Gram matrices we are able to determine homomorphisms in the …
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Resource Unit For Elementary Algebra
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