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Matematicas lV

Viernes, 20 de noviembre de 2009. 51 Definición de transformación lineal y sus propiedades. Definición. Una transformación lineal de un espacio vectorial V en un espacio vectorial W es una función de V en W, T V - W, que es lineal, esto es para todo u,v Î V y todo a,b Î R verifica Tau bv aTu bTv. Es claro que esa condición es equivalente a que se verifiquen, para todo a Î R y todo u,v Î V, las dos condiciones Tau aTu y Tu v Tu Tv. T0V T00V 0T0V 0W. Propiedades . Teorem.
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Matematicas lV

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Viernes, 20 de noviembre de 2009. 51 Definición de transformación lineal y sus propiedades. Definición. Una transformación lineal de un espacio vectorial V en un espacio vectorial W es una función de V en W, T V - W, que es lineal, esto es para todo u,v Î V y todo a,b Î R verifica Tau bv aTu bTv. Es claro que esa condición es equivalente a que se verifiquen, para todo a Î R y todo u,v Î V, las dos condiciones Tau aTu y Tu v Tu Tv. T0V T00V 0T0V 0W. Propiedades . Teorem.

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This web page johnnfactor0109.blogspot.com states the following, "Viernes, 20 de noviembre de 2009." We saw that the webpage said " 51 Definición de transformación lineal y sus propiedades." It also said " Una transformación lineal de un espacio vectorial V en un espacio vectorial W es una función de V en W, T V - W, que es lineal, esto es para todo u,v Î V y todo a,b Î R verifica Tau bv aTu bTv. Es claro que esa condición es equivalente a que se verifiquen, para todo a Î R y todo u,v Î V, las dos condiciones Tau aTu y Tu v Tu Tv. T0V T00V 0T0V 0W. Propiedades ."

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