The zero scalar multiplied by any vector equals the zero vector.

math.la.t.vsp.scalar.mult.z


Definition of a (real) vector space; properties of the zero vector and the additive inverse in relation to scalar multiplication


In this section we present a formal definition of a vector space, which will lead to an extra increment of abstraction. Once defined, we study its most basic properties.

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Submitted At
September 11th, 2017
 7 years ago
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 English
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