作者查詢 / jacky7987

總覽項目: 發文 | 留言 | 暱稱
作者 jacky7987 在 PTT [ Math ] 看板的留言(推文), 共3105則
限定看板:Math
看板排序:
全部Math3105NCCU_M.B1595NCCU08_Math1128Gossiping805Coffee718NCCU10_Math369NCCU307NCCU_MATH_VB241NCCU09_Math227joke185math-basket167NCCU_BRIDGE135JP_Entertain124DSLR110NCCU11_Math98Leo93sex81Headphone73LoL72NIHONGO72Beauty71ToS68Japandrama65Mind53Stock53Aviation46bridge46BigBanciao45NTU41AirForce40Wine38StupidClown34Militarylife27cookclub26EXID26NBA22NTUcourse21J-PopStation20NCCU12_Math20TWICE20poem19Perfume_desu18BoardGame16NCCU08_KOREA16MAC15PushDoll15GO14JapanMovie14BridgeClub13Food13PC_Shopping13BuyTogether12feminine_sex12Japan_Travel11Olympics_ISG11TY_Research11baking10NCCU07_Math10PublicIssue10Anti-ramp9Golden-Award9Hsinchu9iOS9japanavgirls9Little-Games9math_Base9NCCU_thanks9Boy-Girl8FuMouDiscuss8fastfood7job7TaiwanDrama7trans_math7Chinan_BM6Crowd6HomeTeach6NCCU_BM6ComeHere5creditcard5KoreanPop5KR_Entertain5LaTeX5MobileComm5NCCU_NICEBOY5NCCU_trans5TodaErika5WorldCup5Facebook4NBA_Film4NCCU09_PHILO4NCCU_DANCE4NCCU_Guitar4Salary4SMSlife4Zastrology4b04902xxx3basketballTW3KARA3Lomo3NCCU09_CHI3NCCU_HCML3NCCU_Info3NCNUEM3puzzle3Python3specialman3stationery3Tea3TV-Champion3biker2chocolate2EAseries2EatToDie2eSports2Google2home-sale2HSNU_NCCU2movie2NCCU08_TUR2NCCU09_LAND2NCCU09_SOCI2NCCU10_PSYCH2NCCU_BEAUTY2NCCU_SEED2NTUT_Bridge2photo2PttHistory2PuzzleDragon2ScienceNote2ShuangHe2SongShan2Spurs2StarCraft2Suckcomic2SuperBike2Tech_Job2TigerBlue2Transfer2Violation2Yabuki2Yoga_Lin2About_Life1AngelPray1ASIA-uni1ask1AT_F_Basket1BA_baseball1Bank_Service1BigShiLin1Broad_Band1CAFENCAKE1Chen-Hsing1CHSH-92-3191Circus1CN_Entertain1CSMU-MED981CVS1DC_SALE1DigiCurrency1DYU1EarthQuake261EarthQuake431Ecophilia1FEZ1FJU1FJU-STAT95B1FSHS-95-3081Fund1funeral1Garena1gift1Grad-ProbAsk1GuessX31hardware1HatePolitics1HCHS593051HCHS603091HCHS933141Hong_Kong1HSNU_10771Hunter1ILSH1ILSH-973051ILSH-973091ILSH-973101Isayama1Jacky_Woo1Japan_Living1Kaohsiung1kawaii1KHCHS_TALK1Korea_Travel1KS97-3031KS97-3101L_PTTAvenue1LawBasketbal1LifeSci_971Live1LTK1MCU_Talk1medstudent1moumoon1NARUTO1NCCU07_RUS1NCCU08_JAPAN1NCCU08_LING1NCCU08_PA1NCCU08_PSYCH1NCCU09_BANK1NCCU09_Eco1NCCU09_EcoG1NCCU09_Eng1NCCU09_Ethno1NCCU09_HISTO1NCCU09_JAPAN1NCCU09_LawB1NCCU09_MBA1NCCU09_PA1NCCU09_PF1NCCU09_PSYCH1NCCU09_Stat1NCCU09_TUR1NCCU10_Ethno1NCCU10_HISTO1NCCU10_PHILO1NCCU10_RMI1NCCU11_RMI1NCCU_BA1NCCU_BWYC1NCCU_EDU1NCCU_ICE1NCCU_KS41NCCU_KS61NCCU_KSYoung1NCCU_Magic1NCCU_MandA1NCCU_mathG971NCCU_PFBASE1NCCU_PubLaw1NCCU_RU1NCU_Talk1NDMC-BCGS1NKFUST-CCE901NKNU_BT1021Nogizaka461NSYSU-BBTeam1NTHUMathG1NTHUTL971NTNU_bridge1NTTU_CSIE991NTUBIME-1021NTUE-CS1021NTUHistory011NTUMac1NTUMath981NTUmed001NTUST-ENG1NUK_AC981NUK_EE100A1NY-Yankees1pharmacist1PhotoLink1Physics1PUBLICISS_PT1regimen1rent-exp1RO1Road_Running1SFFamily1Sony-style1SSSH-16th-Fk1studyabroad1SuperIdol1Tennis1TFSHS67th3241TKU_EW94B1toberich1ToS_Match1ukulele1Wargaming1WuLing50-3021WuLing50-3061YoungDotx31YP94-3041<< 收起看板(284)
[線代] 將圖形原地旋轉
[ Math ]7 留言, 推噓總分: +1
作者: Neisseria - 發表於 2016/10/19 11:43(7年前)
1Fjacky7987: 應該先translate到你要旋轉的基準在rotate吧?10/19 12:12
2Fjacky7987: 有需求的話再換回原本的原點10/19 12:13
[線代] 適合工學院的線代書
[ Math ]4 留言, 推噓總分: +3
作者: saltlake - 發表於 2016/10/17 23:37(7年前)
1Fjacky7987: Gilbert Strang?10/17 23:43
[其他] 求解公式
[ Math ]7 留言, 推噓總分: +3
作者: tangerineboo - 發表於 2016/10/16 19:57(7年前)
4Fjacky7987: y_{n+1}-300=(y_n-300)*1.02 套等比級數公式10/16 20:39
[分析] 怎麼理解interval(0,1)為不可數
[ Math ]16 留言, 推噓總分: +5
作者: Remedy - 發表於 2016/10/15 17:50(7年前)
2Fjacky7987: 如果你那樣對Q交集(0,1)做 你pick的b可能不在裡面10/15 18:44
3Fjacky7987: b 是那個取對角線換過數字的那個數10/15 18:45
5Fjacky7987: 因為全部的數字你已經列出來了10/15 20:18
6Fjacky7987: (雖然這樣有點倒過來XDDD10/15 20:19
[微積] 極限問題
[ Math ]1 留言, 推噓總分: +1
作者: zxcjackydd - 發表於 2016/10/07 15:15(7年前)
1Fjacky7987: -M<=f(x)<=M 兩邊同乘題目要的 夾一下10/07 16:17
[線代] 空間疑問
[ Math ]7 留言, 推噓總分: +1
作者: thumbg75446 - 發表於 2016/10/01 19:18(7年前)
1Fjacky7987: 你的等於是什麼意思?10/01 19:20
Re: [分析] 求f(t)
[ Math ]11 留言, 推噓總分: +2
作者: znmkhxrw - 發表於 2016/08/28 22:35(7年前)
11Fjacky7987: 就只能找不是L^1的函數了XD08/29 00:58
[其他] 實分析書籍推薦及原文書購買
[ Math ]16 留言, 推噓總分: +5
作者: InnocentMage - 發表於 2016/08/09 21:33(7年前)
11Fjacky7987: 劉老師的風格比較接近Folland 不過自己唸就Zygmund08/10 10:19
12Fjacky7987: 願意看很多廢話的話可以看Stein08/10 10:19
[其他] 線性泛函/代數拓樸 推薦書籍
[ Math ]11 留言, 推噓總分: +5
作者: jackieputint - 發表於 2016/08/05 15:50(7年前)
1Fjacky7987: 泛函Rudin/Conway 一個正著來一個倒著來08/05 17:40
[微積] 若f(x0)為區域極值,則f'(x0)=0的證明
[ Math ]8 留言, 推噓總分: +3
作者: ppu12372 - 發表於 2016/07/19 20:03(7年前)
1Fjacky7987: 你說的那行是f'(x0)吧 因爲去極限會多出等號07/19 20:14
2Fjacky7987: 取07/19 20:14