Description
Exploring Linear Algebra
Labs and Projects with Mathematica ®
Textbooks in Mathematics Series
Author: Arangala Crista
Language: English
Subjects for Exploring Linear Algebra:
Keywords
Reduced Row Echelon Form; Gauss Jordan Elimination; linear algebra lab manual; Jordan Canonical Form; Mathematica visualization; QR Decomposition; Mathematica CDFs; Elementary Row Operations; theory and applications of linear algebra; Invertible Modulo; core topics of linear algebra; Equilibrium Point; undergraduate research in linear algebra; Linearly Independent; Hadamard Matrices; LU Decomposition; Gram Schmidt Process; Parity Check Bits; Minimal Polynomial; Row Echelon Form; Generalized Eigenvectors; Cholesky Decomposition; Magic Square; Fiedler Vector; Transition Matrix; Non-zero Scalar; Sumatran Orangutan; GDP Central; Vector Space; Jordan Block; Jacobian Matrix
· 15.6x23.4 cm · Hardback
Description
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Exploring Linear Algebra: Labs and Projects with Mathematica® is a hands-on lab manual for daily use in the classroom. Each lab includes exercises, theorems, and problems that guide your students on an exploration of linear algebra.
The exercises section integrates problems, technology, Mathematica® visualization, and Mathematica CDFs, enabling students to discover the theory and applications of linear algebra in a meaningful way. The theorems and problems section presents the theoretical aspects of linear algebra. Students are encouraged to discover the truth of each theorem and problem, to move toward proving (or disproving) each statement, and to present their results to their peers.
Each chapter also contains a project set consisting of application-driven projects that emphasize the material in the chapter. Students can use these projects as the basis for further undergraduate research.
Matrix Operations. Invertibility. Vector Spaces. Orthogonality. Matrix Decomposition with Applications. Applications to Differential Equations. Mathematica Demonstrations and References. Index.
