c

2 files changed, 8 insertions, 1 deletions

diff --git a/semestr2/algebra2r/notatki/notatki.pdf b/semestr2/algebra2r/notatki/notatki.pdf
index da30018..b34dcad 100644
--- a/semestr2/algebra2r/notatki/notatki.pdf
+++ b/semestr2/algebra2r/notatki/notatki.pdf
diff --git a/semestr2/algebra2r/notatki/notatki.tex b/semestr2/algebra2r/notatki/notatki.tex
index 276cb6e..ee16bfa 100644
--- a/semestr2/algebra2r/notatki/notatki.tex
+++ b/semestr2/algebra2r/notatki/notatki.tex
@@ -162,7 +162,8 @@
 
   \newpage
 
-  This note has little proofs, as it's main purpose is to gather all important
+  This note is based on prof. Newelski's notes from Algebra 2R. It has little 
+  proofs, as it's main purpose is to gather all important
   definitions and theorem from Algebra 2R lecture in one place. 
   I assume you're familiar with the notion of ring, polynomial ring, field,
   field extension, homomorphism, etc. 
@@ -172,6 +173,12 @@
   from the further parts of the note. However, I assume that reader has some
   knowledge of Galois theory and uses the note as a reminder for the exam.
 
+  I recommend to check out \href{https://kconrad.math.uconn.edu/blurbs/}{Keith
+  Conrad's notes}, which I heavily used to understand the subject better.
+  However, his proof of the fundamental Galois theorem has much different
+  approach than the one presented here which requires knowledge of modules and 
+  tensor product. 
+
   Everything written in red is subject to change. If you have idea how to fill
   the gaps, then don't hesitate to let me now.