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prove if it is a subspace of a space

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#linear-algebra #vector-spaces #vectors
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What does the subscript of "*" mean in vector math?

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#vector-spaces #notation
43
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Determining whether a set is a vector space

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#linear-algebra #vector-spaces
401
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Show if $S_1 \subseteq \text{span} S_2$ then span$(S_1) \subseteq $ span$(S_2)$

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#linear-algebra #proof-verification #vector-spaces #proof-writing #vectors
234
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Dimension of null space of a specific block matrix

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#linear-algebra #vector-spaces #matrix-rank
240
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If over the complex numbers it is Banach, then so it is over the reals.

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#vector-spaces #banach-spaces #normed-spaces #cauchy-sequences
113
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g+h is an isomorphism (nilpotent linear map)

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#vector-spaces #nilpotence
362
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Tensor product, Cartesian product and duals

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#linear-algebra #vector-spaces #tensor-products #factoring
106
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Linear function in normed vector space (Folland, Real Analysis Exercise)

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#real-analysis #linear-algebra #vector-spaces #linear-transformations #normed-spaces
32
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A problem related to C-Vectorspace

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#linear-algebra #vector-spaces
189
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Is a countable product locally convex?

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#real-analysis #general-topology #functional-analysis #vector-spaces #locally-convex-spaces
62
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Does a sub vector space based on $\mathbb{I}$ have an infinite basis

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#vector-spaces #vectors #irrational-numbers #infinite-groups
1.5k
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Intuition for a Basis in Vector Spaces

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#linear-algebra #vector-spaces
139
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Prove that a sequilinear form is an Hermitian product

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#linear-algebra #vector-spaces #bilinear-form
42
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If $A : X' \rightarrow X$ and $k$ is a kernel on X, then $k$' defined by $k'(x,y) = k(A(x), A(y))$ is a kernel on $X'$ - proof help

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#linear-algebra #vector-spaces #hilbert-spaces

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