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6: Mapas lineales

( \newcommand{\kernel}{\mathrm{null}\,}\)

Como se discute en el Capítulo 1, uno de los principales objetivos del Álgebra Lineal es la caracterización de soluciones a un sistema dem linear equations in n unknowns x1,,xn,

\ [\ begin {ecuación*}
\ izquierda.
\ begin {array} {rl}
a_ {11} x_1 +\ cdots + a_ {1n} x_n &= b_1\\
\ vdots\ qquad\ vdots\ qquad &\ quad\ vdots\\
a_ {m1} x_1 +\ cdots + a_ {mn} x_n &= b_m
\ end {array}
\ right\},
\ end {ecuación*}\]

where each of the coefficients aij and bi is in F. Linear maps and their properties give us insight into the characteristics of solutions to linear systems.

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This page titled 6: Mapas lineales is shared under a not declared license and was authored, remixed, and/or curated by Isaiah Lankham, Bruno Nachtergaele, & Anne Schilling.

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