[討論] 柏嘉所說的均勻連續
如題，
原來所謂均勻連續
是指
For any δ in domain 皆有
0 < | x - a | < δ ,
such that | f(x) - α | < ε , ε > 0 ( α 為f(x)於x→a之極限 )
且 lim f(x) = f(a)
x→a
故 tan θ 為連續函數但非均勻連續函數
感覺跟平常所說之連續函數一樣，
但是連續函數是For any a in domain , 這就有差了！
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