https://www.imosver.com/en/ebooks/algebra-matricial-E0002638513E0002638513ÁLGEBRA MATRICIAL4.9El libro,como es usual en textos matemáticos,expone los resulta-dos
con una continuada argumentación, pero en este caso sin apenas
demostraciones. No obstante,en letra pequeña se presentan pruebashttps://www.aglutinaeditores.com/media/resources/public/c2/c2da/c2daa6d322ef433bb550765a7e0c5c31.jpgEbookEbook/MATEMATICASEn stockUNIVERSITAT POLITÈCNICA DE VALÈNCIA000https://www.aglutinaeditores.com/media/resources/public/c2/c2da/c2daa6d322ef433bb550765a7e0c5c31.jpg5.1650.262017/07/289788490486450BERNARDINO ROIG SALA;VALENTÍN GREGORI GREGORI;VICENT ESTRUCH FUSTEREbookaño_2017idioma_SpanishCautor_BERNARDINO ROIG SALA;VALENTÍN GREGORI GREGORI;VICENT ESTRUCH FUSTER
Artículo
ÁLGEBRA MATRICIAL
BERNARDINO ROIG SALA;VALE
UNIVERSITAT POLITÈCNICA D
MATEMATICAS
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El libro,como es usual en textos matemáticos,expone los resulta-dos
con una continuada argumentación, pero en este caso sin apenas
demostraciones. No obstante,en letra pequeña se presentan pruebas
abreviadas o extensiones de la teoría que el lector puede obviar en una
primera lectura. El libro se ha estructurado en capítulos que contienen
varias secciones,y en cada uno de ellos los resultados se ilustran con
ejemplos apropiados. Al final de cada capítulo aparece una lista de
ejercicios resueltos que podrán poner a prueba la comprensión y
adquisición de conocimientos por parte del lector. Estos ejercicios, en
ocasiones, complementan la teoría. Los capítulos que conforman la obra
son, en este orden: Teoría de conjuntos, Funciones e interpolación,
Sistemas de Numeración, Espacios vectoriales, Matrices, Aplicaciones
lineales, Determinantes, Sistemas de ecuaciones lineales y Diagonalización de matrices.