Theoretical Mechanics IPSP

Jürgen Vollmer, Universität Leipzig

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book:chap2:2.5_vector_spaces

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book:chap2:2.5_vector_spaces [2024/02/01 01:41] jvbook:chap2:2.5_vector_spaces [2024/11/10 20:52] (current) jv
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     \odot &: \mathbb{M}^{N\times L} \times \mathbb{M}^{L\times M}\to \mathbb{M}^{N\times M}     \odot &: \mathbb{M}^{N\times L} \times \mathbb{M}^{L\times M}\to \mathbb{M}^{N\times M}
     \\     \\
-    \forall A \in \mathbb{M}^{N\times L}, B \in \times \mathbb{M}^{L\times M} &:+    \forall A \in \mathbb{M}^{N\times L}, \: B \in \mathbb{M}^{L\times M} &:
     A \odot B = C = (c_{ij}) = \left( \sum_{k=1}^L a_{ik} b_{kj} \right)     A \odot B = C = (c_{ij}) = \left( \sum_{k=1}^L a_{ik} b_{kj} \right)
 \end{align*} \end{align*}
book/chap2/2.5_vector_spaces.1706748107.txt.gz · Last modified: 2024/02/01 01:41 by jv