01039nam a2200193Ia 450000500170000000800410001702000130005808200150007110000220008624500560010825000080016426000470017230000180021950504610023770000200069894200080071899900170072695201020074320241211205629.0241211s2005    xx            000 0 und d  afcnm1273  a512.5I/K73  aKolman, Bernard.  0aIntroductory Linear Algebra An Applied First Course  a8va  aUnited States of America :bPearson,c2005  a648 páginas  a1.Linear equations and matrices. 2.Applications of linear equations and matrices (optional). 3.Determinants. 4.Vector in Rn. 5.Applications of vector in R2 and R3 (optional). 6.Real vector spaces. 7.Applications of real vector spaces (optional). 8.Eigenvalues. Eigenvectors and diagonalization. 9.Applications of eigenvalues and eigenvector (optional). 10.Linear transformations and matrices. 11.Linear programming (optional). 12.Matlab for linear algebra.  a Hill, David R.  yLIB  c50496d50496  00104070aBE-FCNMbBE-FCNMcTPd2018-02-07eDonacionfBuenoo512.5I/K73pFCNM2160yLIBzExterno