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author committer bnewbold 2010-01-24 08:28:50 +0000 User 2010-01-24 08:28:50 +0000 f31c30b98592bfc63187e61fcd6b8ed9a87868cb (patch) a882448286e8d39ffe64673c18b3ac045df4f698 c5fd4f339a1f9c1c8774b4bb87710861ab501936 (diff) knowledge-f31c30b98592bfc63187e61fcd6b8ed9a87868cb.tar.gzknowledge-f31c30b98592bfc63187e61fcd6b8ed9a87868cb.zip
latex fixes
-rw-r--r--math/sets.page10
1 files changed, 6 insertions, 4 deletions
 diff --git a/math/sets.page b/math/sets.pageindex 7b464ed..e8c9e2e 100644--- a/math/sets.page+++ b/math/sets.page@@ -41,11 +41,13 @@ \$~\$ (NOTE: tilde) (*similarity*; eg of geometric figures). Some properties of equivalence relations are reflexive - if \$a=a\$ is true for all a-symetric- if \$a=b\$ implies \$b=a\$+: if \$a=a\$ is true for all a++symmetric+: if \$a=b\$ implies \$b=a\$+ transitive- if \$a=b\$ and \$b=c\$ implies \$a=c\$+: if \$a=b\$ and \$b=c\$ implies \$a=c\$ [^rudin]: **Principles of Mathematical Analysis (3rd ed)**, by Walter Rudin. McGraw-Hill, 1976