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The Topology of Algebra: Combinatorics of Squaring
Functional Analysis and Its Applications, 2003zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Algebraic Least Squares Estimates of Inhibitor Constants
Journal of Enzyme Inhibition, 1991When the data has a constant coefficient of variation, appropriately weighted least squares estimates of the parameters for competitive inhibition in both enzyme and binding experiments can be obtained algebraically. The algorithms are presented and justified.
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Parallel Square Modular Computer Algebra
2004The computer algebra of parallel modular operations with a square diapason for a variable is described. The base set of the algebra is a finite dimension metric space of modular integer vectors. Two metrics are introduced. An orthogonal normal basis is employed to reconstruct the value of the integer number corresponding to the vector. An analog of the
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Some Least Squares Results Without Least Squares Algebra [PDF]
, 1998 Certain propositions conventionally derived via least squares algebra can be derived very simply without that algebra by treating the vector of residuals as a regressor.
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Transient Performance Analysis of Geometric Algebra Least Mean Square Adaptive Filter
IEEE Transactions on Circuits and Systems II: Express Briefs, 2021Wenyuan Wang, Kutluyil
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Latin square with $BCL$ algebras
We offered a new method for constructing a Latin square. We introduce the concept of a standard form via example for Latin square of order $n$ and call it symmetric $BCL$ algebras matrix. Research shows that some properties of the Latin squares are in \usefont{U}{fplmbb}{m}{n} \fontsize{9pt}{12pt}\selectfont Z_n.openaire +1 more source
On EMV-algebras with square roots
Journal of Mathematical Analysis and Applications, 2023Omid Zahiri
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