Proof: LATER writes exactly what he said definition in the theorem "I suppose you need an example" talks about office hours "I will in a minute" erases wrong board class goes 4 minutes over Digression *writes statement* "We'll come back to this" mentions graduate class introduces an acronym finishes statement after proof Lebesgue measure on Borel set 3 different Xs in proof brings out a tool makes endearing joke π-λ theorem "Where are you going with this?" coins dice cosmic rays careful algebra Fact arrives exactly on time gives a reference searches through notes shares skill, trivia, etc. chuckles to himself Remark Proof: LATER writes exactly what he said definition in the theorem "I suppose you need an example" talks about office hours "I will in a minute" erases wrong board class goes 4 minutes over Digression *writes statement* "We'll come back to this" mentions graduate class introduces an acronym finishes statement after proof Lebesgue measure on Borel set 3 different Xs in proof brings out a tool makes endearing joke π-λ theorem "Where are you going with this?" coins dice cosmic rays careful algebra Fact arrives exactly on time gives a reference searches through notes shares skill, trivia, etc. chuckles to himself Remark
(Print)
Proof: LATER
writes exactly what he said
definition in the theorem
"I suppose you need an example"
talks about office hours
"I will in a minute"
erases wrong board
class goes 4 minutes over
Digression
*writes statement* "We'll come back to this"
mentions graduate class
introduces an acronym
finishes statement after proof
Lebesgue measure on Borel set
3 different Xs in proof
brings out a tool
makes endearing joke
π-λ theorem
"Where are you going with this?"
coins dice cosmic rays
careful algebra
Fact
arrives exactly on time
gives a reference
searches through notes
shares skill, trivia, etc.
chuckles to himself
Remark
