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authorPrefetch2022-09-18 22:38:07 +0200
committerPrefetch2022-09-18 22:38:07 +0200
commit6df953129e71ee94d12e2b02a74564928e25af89 (patch)
tree32cb4e83b3e696d6cb7383bf5ba87de0a4a8483f /content/know/concept/sturm-liouville-theory/index.pdc
parent6987dcbd64f3d4b3c3c43a8fd96a03a0ce5b56eb (diff)
Expand knowledge base
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@@ -253,7 +253,7 @@ $$\begin{aligned}
When you're solving a differential eigenvalue problem,
knowing that all eigenvalues are real is a *huge* simplification,
-so it is always worth checking whether you're dealing with an SLP.
+so it is always worth checking whether you are dealing with an SLP.
Another useful fact of SLPs is that they always
have an infinite number of discrete eigenvalues.