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by
Hu, Mingan, author.
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Dihedral Groups of Lie Algebra Automorphisms / Hu, Mingan, author.
by
Bossaller, Daniel P., author.
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Some Topics in Infinite Dimensional Algebra / Bossaller, Daniel P., author.
by
Dauplaise, Jacqueline, author.
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Reasoning in Algebra: A Self-Study / Dauplaise, Jacqueline, author.
by
Mart, Malgorzata, author.
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Factoring Quadratic Functions: Perspectives of International Introductory Algebra Teachers / Mart
by
Philipp, Ian, author.
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The Geometry of Double Affine Hecke Algebra Superpolynomials / Philipp, Ian, author.
by
Taylor, Scott, author.
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The Evolution of College Algebra: Competencies and Themes of a Quantitative Reasoning Course at the
by
Borland, Alexander, author.
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An Invariant of Links on Surfaces via Hopf Algebra Bundles / Borland, Alexander, author.
by
Alqahtani, Hessah F., author.
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Gauss-Type Quadrature Rules, with Applications in Linear Algebra / Alqahtani, Hessah F., author.
by
Drew, Melissa R., author.
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The Impact of Interactive Student Notebooks on Student Achievement in Algebra One: An Action
by
Hawkins, Donovan M., author.
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Seniors Enrolled in Pre-college Algebra / Hawkins, Donovan M., author.
by
Rodriguez, Manuel, author.
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College Algebra and the Role of Graphing Calculators in the Study of Functions and their
by
Ronnebaum, Douglas, author.
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Flipped Algebra I Classrooms / Ronnebaum, Douglas, author.
by
Seipp, Charles, author.
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Influence of Application-Based Homework on Students Who Struggle in Algebra I / Seipp, Charles
by
Metro-Craig, Katherine S., author.
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Supports in Online Algebra I Credit Recovery / Metro-Craig, Katherine S., author.
by
Blumstein, Mark, author.
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Commutative Algebra in the Graded Category with Applications to Equivariant Cohomology Rings /
by
Zejdlik, Keith, author.
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decompositions to create quotient spaces of both the group structure and the algebra structure. We then introduce
by
Kim, Moses, author.
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Jacobian algebra of Q with potential S.
by
Heleodoro, Aron, author. (orcid)0000-0002-4554-3581
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- linear algebra for Tate objects over exact categories endowed with an exact tensor product. We study all
by
Liston, Janet Marie Strang, author.
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teachers made in discourse with algebra students, but also how those meanings were made. This is to
by
Li, Yi, author.
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Lifshitz scaling, I also calculate the boundary charge algebra and show the asymptotic Lifshitz symmetry is
by
Shriner, Jeffrey Alan, author.
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imply the existence of a cube term, there exists a finite algebra satisfying M whose subpower
by
Manning, Jeffrey, author.
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modules over the Hecke algebra, which may have applications to the integral Eichler basis problem.
by
Sweeney, Andrew, author.
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. This derivation is facilitated by the help of the Temperley-Lieb algebra as well as with tools from the
by
Shi, Shuhui, author.
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algebra structure on this space. We give a partial proof and a computational evidence for the
by
Cakir, Burcin, author.
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different concepts from linear algebra, signal processing and machine learning techniques to detect
by
Osae-Kwapong, Eliza, author.
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developmental math and college algebra. Chi-square tests were used to examine the relationship between college
by
Chonoles, Zev, author. (orcid)0000-0003-1307-7384
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, and we also compute its multiplicative structure for n = 2. In particular, as an algebra over the
by
Varahagiri, Venkata Sai Manisha, author.
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algebra Cℓp,q is isomorphic to a quotient of the group algebra R[Gp,q], where Gp,q is the Salingaros
by
Klee, Holly L., author.
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they prepare for their final exam in intermediate algebra? Does this model differ when the outcome is
by
Flores, Luis Carlos, author.
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completely positive, linear map from a unital, self-adjoint subspace X of a C*-algebra A into B(H), where H
by
Wilcox, Jeff M., author.
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place were making an impact on student achievement scores in the areas of Algebra I and English II for
by
Patotski, Aliaksandr, author.
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-th Hodge component of the cyclic homology of the universal enveloping algebra Ua of the Lie algebra a and
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Smith, Sandra Hamer, author.
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proficient in Algebra I (beta = 0.21, t = 3.62, p < .001); and 1.5% of the variance in English II (beta = 0
by
Tikkun, Sean Richards, author.
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algebra problems. A linear-regression model found cognitive load and grit to significantly predict task
by
Loh, Felix Da Yuan, author.
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applications, many of which are based on linear algebra. As the minimum feature size of transistors decreases
by
Sumner, Amber C., author.
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linear algebra. The Jacobi matrix Jn for a family of n orthogonal polynomials is an n x n tridiagonal
by
Kotelskiy, Artem, author.
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. We first associate to the surface an algebra A. Then to an immersed curve L inside the surface we
by
Abke, Ashley Nicole, author.
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Algebra 1 EOC exams will lead future researchers to identify a model support program that will allow
by
Viera de Melo, Ana Cristina, author.
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particular process algebra. To obtain minimal "contexts", mechanisms for minimization of concurrent processes
by
Zhang, Liwen, author.
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group's von Neumann algebra. The searching for a proper cyclic vector is then transformed to finding the
by
Wong, Sze Wai, author.
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efficient affine Grassmannian analogues that use only standard numerical linear algebra.
by
Lopez, Henry R. Moncada, author.
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Computation) for handling the numerical linear algebra operations. Using Message Passing Interface (MPI) for
by
Colón, Yamily Negron, author.
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de los patrones como el conocimiento fundamental de la ensenanza y el aprendizaje del Algebra. Los
by
Harrison, Gavin M, author. (orcid)0000-0002-6471-397X
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algebra library. The key algorithm, LIFs, uses the block Wiedemann algorithm to compute the largest
by
Fede, Bryan, author.
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iteration an algebra course in a K-5 Elementary Mathematics Add-on Licensure (EMAoL) Program. After
by
Bridgman, Terry J., author.
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Mathematica, a major and commonly used computer algebra system. A symbolic software package
by
Ishmael, Annisah, author.
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Intermediate Algebra and SI Math 1040 Algebra for College Students in the 2015--2016 academic year. In addition
by
Brundle, D., author.
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heuristic example, PN is introduced and vector algebra used to develop a simple model of the intercept. The
by
Žujović, Alisa Murphy, author.
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: Developmental Math I (MAT 0018), Developmental Math II (MAT 0028), Intermediate Algebra (MAT 1033), and College

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