Search Results - algebraic analysis

Error-Correction Coding and Decoding Bounds, Codes, Decoders, Analysis and Applications / by Tomlinson, Martin, Tjhai, Cen Jung, Ambroze, Marcel A., Ahmed, Mohammed, Jibril, Mubarak

Table of Contents: “…Part I: Theoretical Performance of Error-Correcting Codes -- Bounds on Error Correction Coding Performance -- Soft and Hard Decision Decoding Performance -- Soft Decision and Quantised Soft Decision Decoding -- Part II: Code Construction -- Cyclotomic Cosets, The Mattson–Solomon Polynomial, Idempotents and Cyclic Codes -- Good Binary Linear Codes -- Lagrange Codes -- Extended BCH -- Reed–Solomon Codes -- Algebraic Geometry Codes -- Algebraic Quasi Cyclic Codes -- Convolutional Codes: A Historical Perspective -- Aalogue BCH Codes -- LDPC Codes -- Part III: Analysis of Codes -- True Search for Stopping Sets for LDPC Codes -- Part IV: Decoders -- Erasures and Error-Correcting Codes -- The Modified Dorsch Decoder -- A Concatenated Error-Correction System Using the |u|u+v| Code Construction -- Part V: Applications -- Combined Error Detection and Error Correction -- Password Correction and Confidential Information Access System -- Variations on the McEliece Public Key Encryption System -- Error-Correcting Codes and Dirty-Paper Coding.…”
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An image processing tour of college mathematics / by Galperin, Yevgeniy V.

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The mathematics of chip-firing / by Klivans, Caroline J., 1977-

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Nonlinear systems and their remarkable mathematical structures /

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MATLAB handbook with applications to mathematics, science, engineering, and finance / by Báez López, David, Báez Villegas, David Alfredo

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Sturm-Liouville problems : theory and numerical implementation / by Guenther, Ronald B., Lee, John W., 1942-

Table of Contents: “…Preliminaries; 2.1 Euclidean Spaces; 2.1.1 Real Euclidean Spaces; 2.1.2 Complex Euclidean Spaces; 2.1.3 Elements of Convergence; 2.1.4 Upper Bounds and Sups; 2.1.5 Closed and Compact Sets; 2.2 Calculus and Analysis; 2.2.1 Continuity; 2.2.2 Differential Calculus; 2.2.3 Integral Calculus; 2.2.4 Sequences and Series of Functions; 2.3 Matrix and Linear Algebra…”
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Data Science and Engineering

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Key concepts & techniques in GIS / by Albrecht, Jochen

Table of Contents: An electronic book accessible through the World Wide Web; click to view

Who gave you the epsilon? and other tales of mathematical history /

An electronic book accessible through the World Wide Web; click to view

Fractional Order Processes : Simulation, Identification, and Control / by Damarla, Seshu Kumar, Kundu, Madhusree

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Elliptic tales curves, counting, and number theory / by Ash, Avner, 1949-

Table of Contents: “…Degree -- pt. 2. Elliptic curves and algebra -- pt. 3. Elliptic curves and analysis.…”
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Bringing math home a parent's guide to elementary school math : games + activities + projects / by Churchman, Suzanne L.

Table of Contents: “…Numbers and operations -- Algebra -- Geometry -- Measurement -- Data analysis and probability -- Problem solving -- Reasoning and proof -- Communication -- Connections -- Representation.…”
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X marks the spot : the lost inheritance of mathematics / by Garfinkle, David, 1958-, Garfinkle, Richard

Table of Contents: “…-- Sticks and stones -- Abstraction, mistrust, and laziness -- Algebra, geometry, analysis : the mathematical mindsets -- Analytic geometry -- Calculus : motion and size -- The language of motion -- Sound, notes, and harmonics -- Probability and statistics -- Other geometries : not so straight, these sticks -- Algebra and the rise of abstraction -- The smith and the knight -- Building the theoretical universe -- Computers -- The theoretical universe of modern physics : toolkit included -- Math education & math in education.…”
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An episodic history of mathematics mathematical culture through problem solving / by Krantz, Steven G. (Steven George), 1951-

Table of Contents: “…The ancient Greeks and the foundations of mathematics -- Zeno's paradox and the concept of limit -- The mystical mathematics of Hypatia -- The Islamic world and the development of algebra -- Cardano, Abel, Galois, and the solving of equations -- René Descartes and the idea of coordinates -- Pierre de Fermat and the invention of differential calculus -- The great Isaac Newton -- The complex numbers and the fundamental theorem of algebra -- Carl Friedrich Gauss: the prince of mathematics -- Sophie Germain and the attack on Fermat's last problem -- Cauchy and the foundations of analysis -- The prime numbers -- Dirichlet and how to count -- Bernhard Riemann and the geometry of surfaces -- Georg Cantor and the orders of infinity -- The number systems -- Henri Poincaré, child phenomenon -- Sonya Kovalevskaya and the mathematics of mechanics -- Emmy Noether and algebra -- Methods of proof -- Alan Turing and cryptography.…”
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Mathematical methods for optical physics and engineering by Gbur, Greg

Table of Contents: “…Fourier series; 9. Complex analysis; 10. Advanced complex analysis; 11. Fourier transforms; 12. …”
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Applied engineering mathematics / by Vick, Brian

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Computational fluid dynamics for incompressible flow /

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Lessons learned what international assessments tell us about math achievement /

Table of Contents: “…Introduction : secondary analysis of data from international assessments / Tom Loveless -- TIMSS in perspective : lessons learned from IEA's four decades of international mathematics assessments / Ina V. …”
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Differential Geometry of Manifolds by Lovett, Stephen (Stephen T.)

Table of Contents: “…3.2 Differentiable Maps between Manifolds -- 3.3 Tangent Spaces -- 3.4 The Differential of a Differentiable Map -- 3.5 Manifolds with Boundaries -- 3.6 Immersions, Submersions, and Submanifolds -- 3.7 Orientability -- 4: Multilinear Algebra -- 4.1 Hom Space and Dual -- 4.2 Bilinear Forms and Inner Products -- 4.3 Adjoint, Self-Adjoint, and Automorphisms -- 4.4 Tensor Product -- 4.5 Components of Tensors over V -- 4.6 Symmetric and Alternating Products -- 4.7 Algebra over a Field -- 5: Analysis on Manifolds -- 5.1 Vector Bundles on Manifolds -- 5.2 Vector and Tensor Fields on Manifolds…”
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