Difference between revisions of "Linear algebra"
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'''Linear algebra''' is the [[mathematical]] subject that studies [[vector]]s, vector spaces, linear maps, and systems of linear [[equation]]s. There are several branches of Linear algebra, Linear equations, Matrices, [[Matrix]] decompositions, Computations, Vectors, Vector spaces, Multilinear algebra, Affine space, Projective space.<ref>[http://www.m-w.com/cgi-bin/dictionary?book=Dictionary&va=linear+algebra Merriam Webster definition of Linear Algebra]</ref> | '''Linear algebra''' is the [[mathematical]] subject that studies [[vector]]s, vector spaces, linear maps, and systems of linear [[equation]]s. There are several branches of Linear algebra, Linear equations, Matrices, [[Matrix]] decompositions, Computations, Vectors, Vector spaces, Multilinear algebra, Affine space, Projective space.<ref>[http://www.m-w.com/cgi-bin/dictionary?book=Dictionary&va=linear+algebra Merriam Webster definition of Linear Algebra]</ref> | ||
Linear algebra has numerous applications in [[engineering]], [[chemistry]] and [[physics]]. | Linear algebra has numerous applications in [[engineering]], [[chemistry]] and [[physics]]. | ||
Revision as of 00:05, December 15, 2009
Linear algebra is the mathematical subject that studies vectors, vector spaces, linear maps, and systems of linear equations. There are several branches of Linear algebra, Linear equations, Matrices, Matrix decompositions, Computations, Vectors, Vector spaces, Multilinear algebra, Affine space, Projective space.[1] Linear algebra has numerous applications in engineering, chemistry and physics.