01857nam a22002537a 4500003000400000005001700004008004100021020001800062040001700080050002000097100003300117245008400150250001300234260002900247300003200276500001900308520094000327650002201267700006601289856009701355942001501452999001501467952012101482OSt20260626063727.0260626b        |||||||| |||| 00| 0 eng d  a9780471032472  aDLCbencDLC  aDUCE QA251 .A57  a Anton, HowardqHoward Anton  aElementary linear algebra/cBy Howard Anton and Anton  Kaul                      a12th ed.  aNew York:bWiley,c1973.  axii, 611p.:bill.;c 23 cm.  aIncludes index  aElementary Linear Algebra is the branch of mathematics that studies vectors, matrices, systems of linear equations, and linear transformations. It provides the fundamental tools for solving mathematical problems involving linear relationships and forms the foundation for advanced mathematics, science, engineering, computer science, economics, and data analysis.

The subject covers topics such as matrix operations, determinants, vector spaces, eigenvalues, eigenvectors, and applications of linear systems. By developing both computational techniques and theoretical understanding, elementary linear algebra enables students to model real-world problems, analyze data, and solve equations efficiently.

Overall, elementary linear algebra is essential for understanding modern scientific and technological applications, making it a core subject in many academic and professional fields.uhttp://172.20.27.22:4000/handle/123456789/193  2ScienceaAlgebras  aKaul  Anton                              eAuthorqAnton Kaul  yhttp://172.20.27.22:4000/handle/123456789/193uhttp://172.20.27.22:4000/handle/123456789/193  2lcccBKn0  c4464d4464  00102lcc40708SCIaDLbDLcSCI Q147–QA2162d2026-06-26l0oDUCE QA251 .A57r2026-06-26 06:38:23w2026-06-26yBK