01598nam a22002057a 4500003001700000005001700017008004100034020001800075040000700093041001200100082001600112100001600128110001600144245004100160260004400201300003000245365006400275520102500339650002801364St Aloysius Coll20260306180128.0260302b        |||||||| |||| 00| 0 eng d  a9780198844921  cAL  aEnglish  a512.5bLUKO  aAndre Lukas  aAndre Lukas  aOxford linear algebra for scientists  aNew YorkbOxford University Pressc2022  aviii 412p.bPBc24.5x17cm  2Generala6261b₹2956.00c₹d₹3695.00e20%f27/02/2026  aThis textbook provides a modern introduction to linear algebra, a mathematical discipline every first year undergraduate student in physics and engineering must learn. A rigorous introduction into the mathematics is combined with many examples, solved problems, and exercises as well as scientific applications of linear algebra. These include applications to contemporary topics such as internet search, artificial intelligence, neural networks, and quantum computing, as well as a number of more advanced topics, such as Jordan normal form, singular value decomposition, and tensors, which will make it a useful reference for a more experienced practitioner. Structured into 27 chapters, it is designed as a basis for a lecture course and combines a rigorous mathematical development of the subject with a range of concisely presented scientific applications. The main text contains many examples and solved problems to help the reader develop a working knowledge of the subject and every chapter comes with exercises.  2AlgibraaAlgibra Linear