Discontinuities on the real number are not as obvious for complex log…

…arithms, it does not mean discontinuities do not exist for all real functions.
symtegration · Jan 30, 2025 · b0d6187 · b0d6187
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diff --git a/site/note/implementation/integration/rational.hs b/site/note/implementation/integration/rational.hs
@@ -112,7 +112,7 @@ main = ByteString.putStr $ renderHtml $ do
       "number types. "
 
     p $ do
-      "A more serious problem is that there can be discontinuities in the "
+      "A more serious problem is that there can be non-obvious discontinuities in the "
       "indefinite integral despite the integrand and interval being continuous. "
       "For example, the integral in the "
       a ! href "#logterms" $ "previous section"

diff --git a/site/note/implementation/integration/rational.hs.metadata b/site/note/implementation/integration/rational.hs.metadata
@@ -2,4 +2,4 @@ title: On the integration of rational functions
 description: Explains how Symtegration does integration for rational functions, which are ratios of two polynomials.
 author: 'Yoo Chung|https://chungyc.org/'
 published: 2025-01-20
-updated: 2025-01-29
+updated: 2025-01-30