검색어 : 통합검색[Linear algebra]
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1
- Introduction to Matrix Theory and Linear Algebra.
- Christie, D. E.; Reiner, Irving; O'Nan, Michael; II, Daniel T. Finkbeiner; Campbell, Hugh G.; Smirnov, Vladimir I.; Silverman, Richard A.; Rogers, Andrei; ; (The American mathematical monthly : the official journal of the Mathematical Association of America, v.80, 1973, pp.702)
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2
- Linear Algebra.
- Kenschaft, Patricia C.; Kumpel, P. G.; Thorpe, J. A.; Curtis, Charles W.; Agnew, Jeanne; Knapp, Robert C.; Smith, Larry; Rorres, Chris; Anton, Howard; ; (The American mathematical monthly : the official journal of the Mathematical Association of America, v.93, 1986, pp.746)
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3
- Linear Algebra
- Folland, Gerald B.; Stuart, Jeffrey L.; Fraleigh, John B.; Beauregard, Raymond A.; Lay, David; Shifrin, Theodore; Adams, Malcolm R.; Strang, Gilbert; ; (The American mathematical monthly : the official journal of the Mathematical Association of America, v.112, 2005, pp.281)
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4
- Computability in linear algebra
- Ziegler, Martin; Brattka, Vasco; Computer Science Department, Heinz Nixdorf Institute, University of Paderborn, 33095 Paderborn, Germany; Department of Mathematics & Applied Mathematics, University of Cape Town, Rondebosch 7701, South Africa; (Theoretical computer science, v.326, 2004, pp.187-211)
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5
- Should we teach linear algebra through geometry?
- Gueudet-Chartier, Ghislaine; Laboratoire de Didactique des Mathé matiques, Institut Mathematique de Rennes, Université Rennes 1, Campus de Beaulieu, 35042 Rennes cedex, France; (Linear algebra and its applications, v.379, 2004, pp.491-501)
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6
- From linear algebra via affine algebra to projective algebra
- Bertram, Wolfgang; Faculté des Sciences, Institut Elie Cartan, Université Nancy I, B.P. 239, 54506 Vandœuvre-lè s-Nancy, Cedex, France; (Linear algebra and its applications, v.378, 2004, pp.109-134)
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7
- Linear algebra and bootstrap percolation
- Balogh, Jó zsef; Bollobá s, Bé la; Morris, Robert; Riordan, Oliver; ; (Journal of combinatorial theory. Series A, v.119, 2012, pp.1328-1335)
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8
- Max-algebra: the linear algebra of combinatorics?
- Butkovič , Peter; School of Mathematics and Statistics, The University of Birmingham, Edgbaston, Birmingham B15 2TT, UK; (Linear algebra and its applications, v.367, 2003, pp.313-335)
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9
- Near-linear algebra
- Marques, Sophie; Moore, Daniella; Department of Mathematical Sciences, University of Stellenbosch, Stellenbosch 7600, South Africa; Department of Mathematical Sciences, University of Stellenbosch, Stellenbosch 7600, South Africa; (Journal of algebra and its applications, v.24, 2025, pp.2550125)
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10
- Linear algebra.
- Kuttler, Kenneth; ; (Methods in molecular biology, v.930, 2013, pp.429-473)
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