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Physics嗰啲無睇唔評論
-1/12嗰條講啲唔講啲我覺得好反感
佢好似係講緊啲唔知乜鬼特別summability/summation (我無學)
但又無清楚講明
結果一個正常學過convergence嘅觀眾會覺得佢哋喺度唔知做乜鳩
:^(
無學過真心唔知 :^(
佢將啲divergent series搞嚟搞去呢種做法我接受唔到 :^( :^( :^(
通常話assume converge再搞一大輪係比局外人睇
summability 呢個概念好似係d 咩special functions, harmonic analysis 有用
例如 sum (-1)^n "=" 0 實質上係想講 lim sum_N [(-1)^n]/n = 0
好似仲有一門野係專搞呢D divergent series 比D summability 的意義比佢地, 不過我唔太清楚詳細係點 :^(
Physics嗰啲無睇唔評論
-1/12嗰條講啲唔講啲我覺得好反感
佢好似係講緊啲唔知乜鬼特別summability/summation (我無學)
但又無清楚講明
結果一個正常學過convergence嘅觀眾會覺得佢哋喺度唔知做乜鳩
:^(
無學過真心唔知 :^(
佢將啲divergent series搞嚟搞去呢種做法我接受唔到 :^( :^( :^(
通常話assume converge再搞一大輪係比局外人睇
summability 呢個概念好似係d 咩special functions, harmonic analysis 有用
例如 sum (-1)^n "=" 0 實質上係想講 lim sum_N [(-1)^n]/n = 0
好似仲有一門野係專搞呢D divergent series 比D summability 的意義比佢地, 不過我唔太清楚詳細係點 :^(
等睇呢個post啲數撚出手 :^(
sum (-1)^n 唔係-1/2咩 by consdering Cesàro summation :^(
CS底,讀緊real analysis 睇唔明rudin :^( :^(
咩topic?
sequence 果個chapter (chapter 3) 開始覺得好難 :^(
CS底,讀緊real analysis 睇唔明rudin :^( :^(
咩topic?
sequence 果個chapter (chapter 3) 開始覺得好難 :^(
開頭係咁
唔慣寫epsilon N姐
CS底,讀緊real analysis 睇唔明rudin :^( :^(
咩topic?
sequence 果個chapter (chapter 3) 開始覺得好難 :^(
開頭係咁
唔慣寫epsilon N姐
其實使唔使睇明佢d proof,我覺得佢skip 左好多steps
CS底,讀緊real analysis 睇唔明rudin :^( :^(
咩topic?
sequence 果個chapter (chapter 3) 開始覺得好難 :^(
開頭係咁
唔慣寫epsilon N姐
其實使唔使睇明佢d proof,我覺得佢skip 左好多steps
睇bartle啦,d steps無咁跳躍,明左bartle 之後睇番rudin唔會覺得太難
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CS底,讀緊real analysis 睇唔明rudin :^( :^(
咩topic?
sequence 果個chapter (chapter 3) 開始覺得好難 :^(
開頭係咁
唔慣寫epsilon N姐
其實使唔使睇明佢d proof,我覺得佢skip 左好多steps
睇bartle啦,d steps無咁跳躍,明左bartle 之後睇番rudin唔會覺得太難
巴打覺得Ross/Pugh/Abbott 點,依家有有依三本+rudin :^( :^(
CS底,讀緊real analysis 睇唔明rudin :^( :^(
咩topic?
sequence 果個chapter (chapter 3) 開始覺得好難 :^(
開頭係咁
唔慣寫epsilon N姐
其實使唔使睇明佢d proof,我覺得佢skip 左好多steps
睇bartle啦,d steps無咁跳躍,明左bartle 之後睇番rudin唔會覺得太難
巴打覺得Ross/Pugh/Abbott 點,依家有有依三本+rudin :^( :^(
三本都未睇過 :^(
:^(
睇緊Anysis With an Introduction to proof
Rudin 同Apostol嗰本太難𠼰 :^(
CS底,讀緊real analysis 睇唔明rudin :^( :^(
咩topic?
sequence 果個chapter (chapter 3) 開始覺得好難 :^(
開頭係咁
唔慣寫epsilon N姐
其實使唔使睇明佢d proof,我覺得佢skip 左好多steps
睇bartle啦,d steps無咁跳躍,明左bartle 之後睇番rudin唔會覺得太難
巴打覺得Ross/Pugh/Abbott 點,依家有有依三本+rudin :^( :^(
三本都未睇過 :^(
:^(
CS底,讀緊real analysis 睇唔明rudin :^( :^(
咩topic?
sequence 果個chapter (chapter 3) 開始覺得好難 :^(
開頭係咁
唔慣寫epsilon N姐
其實使唔使睇明佢d proof,我覺得佢skip 左好多steps
睇bartle啦,d steps無咁跳躍,明左bartle 之後睇番rudin唔會覺得太難
巴打覺得Ross/Pugh/Abbott 點,依家有有依三本+rudin :^( :^(
三本都未睇過 :^(
:^(
:^(
睇緊Anysis With an Introduction to proof
Rudin 同Apostol嗰本太難𠼰 :^(
Apostol唔算難哽 :^(
佢好多嘢都有寫出嚟,個flow算唔錯 :^(
相比rudin同Princeton lecture in analysis就難哽得多 :^(
CS底,讀緊real analysis 睇唔明rudin :^( :^(
咩topic?
sequence 果個chapter (chapter 3) 開始覺得好難 :^(
開頭係咁
唔慣寫epsilon N姐
其實使唔使睇明佢d proof,我覺得佢skip 左好多steps
睇bartle啦,d steps無咁跳躍,明左bartle 之後睇番rudin唔會覺得太難
巴打覺得Ross/Pugh/Abbott 點,依家有有依三本+rudin :^( :^(
三本都未睇過 :^(
:^(
:^(
:^(
CS底,讀緊real analysis 睇唔明rudin :^( :^(
咩topic?
sequence 果個chapter (chapter 3) 開始覺得好難 :^(
開頭係咁
唔慣寫epsilon N姐
其實使唔使睇明佢d proof,我覺得佢skip 左好多steps
睇bartle啦,d steps無咁跳躍,明左bartle 之後睇番rudin唔會覺得太難
巴打覺得Ross/Pugh/Abbott 點,依家有有依三本+rudin :^( :^(
三本都未睇過 :^(
:^(
:^(
:^(
:^(
Ads
CS底,讀緊real analysis 睇唔明rudin :^( :^(
咩topic?
sequence 果個chapter (chapter 3) 開始覺得好難 :^(
開頭係咁
唔慣寫epsilon N姐
其實使唔使睇明佢d proof,我覺得佢skip 左好多steps
睇bartle啦,d steps無咁跳躍,明左bartle 之後睇番rudin唔會覺得太難
巴打覺得Ross/Pugh/Abbott 點,依家有有依三本+rudin :^( :^(
三本都未睇過 :^(
:^(
:^(
:^(
:^(
:^(
Physics嗰啲無睇唔評論
-1/12嗰條講啲唔講啲我覺得好反感
佢好似係講緊啲唔知乜鬼特別summability/summation (我無學)
但又無清楚講明
結果一個正常學過convergence嘅觀眾會覺得佢哋喺度唔知做乜鳩
:^(
無學過真心唔知 :^(
佢將啲divergent series搞嚟搞去呢種做法我接受唔到 :^( :^( :^(
通常話assume converge再搞一大輪係比局外人睇
summability 呢個概念好似係d 咩special functions, harmonic analysis 有用
例如 sum (-1)^n "=" 0 實質上係想講 lim sum_N [(-1)^n]/n = 0
好似仲有一門野係專搞呢D divergent series 比D summability 的意義比佢地, 不過我唔太清楚詳細係點 :^(
等睇呢個post啲數撚出手 :^(
sum (-1)^n 唔係-1/2咩 by consdering Cesàro summation :^(
雞同鴨講
Cesaro sum 係average of partial sum
我講緊係average of terms :^(
兩種唔同的意義 ~
所以要講清楚個interpretation係乜
通常話assume converge再搞一大輪係比局外人睇
summability 呢個概念好似係d 咩special functions, harmonic analysis 有用
例如 sum (-1)^n "=" 0 實質上係想講 lim sum_N [(-1)^n]/n = 0
好似仲有一門野係專搞呢D divergent series 比D summability 的意義比佢地, 不過我唔太清楚詳細係點