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[lectures/latex.git]
/
physics_compact
/
math_app.tex
diff --git
a/physics_compact/math_app.tex
b/physics_compact/math_app.tex
index
f1f0ae3
..
f327750
100644
(file)
--- a/
physics_compact/math_app.tex
+++ b/
physics_compact/math_app.tex
@@
-19,6
+19,7
@@
A vector space $V$ over a field $(K,+,\cdot)$ is an additive abelian group $(V,+
\end{itemize}
The elements $\vec{v}\in V$ are called vectors.
\end{definition}
\end{itemize}
The elements $\vec{v}\in V$ are called vectors.
\end{definition}
+
\begin{remark}
Due to the additive abelian group, the following properties are additionally valid:
\begin{itemize}
\begin{remark}
Due to the additive abelian group, the following properties are additionally valid:
\begin{itemize}