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Create Note
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with the manuscript function you'll be able to create your own digital lecture manuscript.
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with the manuscript function you'll be able to create your own digital lecture manuscript.
However, in order to link all your notes with your user profile it is required that you
login to the tele-TASK portal to use this functionality.
If you don't have an account yet, you may register for a tele-TASK account here.
Add a New Marker
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with the marker function you'll be able to create your own digital time markers.
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with the marker function you'll be able to create your own digital time markers.
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login to the tele-TASK portal to use this functionality.
If you don't have an account yet, you may register for a tele-TASK account here.
Tag this content
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Add Link to this content
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Add to my playlist
Dear user,
with the playlist function you'll be able to create your own lecture video playlists.
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with the playlist function you'll be able to create your own lecture video playlists.
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Playlists
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Lecture Structure
- Datentypen (00:00:52)
- Ein Datentyp ist eine Mengen von Daten zusammen mit (00:00:52)
- einer Familie von Operationen (00:00:52)
- Menge nkonstruktionen (00:01:34)
- Konstruktnon neuer Mengen (evt auf Basis exjstierender Mengen M M ) (00:01:34)
- k te Potenz Gegeben K 6 n Menge M aller k TupeI (a ae 2 ) mit a (00:01:34)
- y (Felder) von M der Länge k (00:01:34)
- te (Beschränkung auf Länge per Konventuon) (00:01:34)
- Nlangenkonstru ktionen (00:15:44)
- Mengenkonstruktionen ( (2) (00:15:45)
- I Tumlrnl Shan neuneuun Anmm Fenxm Hm (00:20:36)
- I Temhnl Shan neammen Anmm Fensm mn (00:20:38)
- E Läz (00:21:49)
- I laune Ann Brunnen ünfnnn Fuße Ynmm Anuum nnmuumn vnrmnmn mum Inmxuvnn um Isli Em lmm m x Q (00:22:05)
- Mengenkonstruktionen (2) (00:22:06)
- Disjunkte Vereunigung Gegeben M V = (i m) i 6 I m 6 M ) (00:22:06)
- Unendliche Folgen M (Menge aller unendlichen Folgen von (00:22:06)
- M nggnkgnstruktionün IDislunkie V rainßf (00:22:26)
- cegebt n M6 (00:22:26)
- Polenzmengs M) (Meng aller Tgumengen vl (00:22:26)
- b schränkxgl iunktioname 7acheF D8T F M z (00:22:26)
- Folgen (00:22:26)
- Mengenkonstruktionen (3) (00:22:27)
- Mengenkonstruktionen ( (3) (00:24:27)
- Lasten (00:24:28)
- l ume Annan Hamam Emtuaeu Fun Fnnnau Anumnen ßamenunn vumnwen Fensm xemmetlen emu isia Thum nnnw L Q (00:25:13)
- 9097 5ß 0JTEZKXAZiZBGBQQZSGTNSLBOEZEFSLJSZE359255 3937l 39E443 5 S T 3 b SEE l7 S4B 4 S il ZE TZ Zlllßüiüi TEZV ?7 ß3 7B i E97S E460T 2EELl3 3A7dB3ZE6 3E J (00:25:14)
- H Tumiul Ehen neammen Anmm mum um (00:25:33)
- I Tenuirnl SMIL nemmmn Anmm Fensm mn ää L (00:25:40)
- I Tmuinul Shan neamenen Anmm Fenxm am SL42 E El (00:25:59)
- 98155LSSE3E5lß l8 95LAZ7496261724122Z944S67ß6344416L4ZZB733178@775lEB3534009379E (00:25:59)
- Q84Z593Z446l976S9Z296858572KZ39BI5 3414561L3ZZ761557564123iE990E33B7B5ß716Z7B 33l (00:25:59)
- I Tgmnul sun nmmennv kamm hmm ume (00:26:21)
- Siz709057 L577B062664349990ä52lBSBEENOSEI7987777313l3107406354345Z36B4H6111940659E 73BG123524525NlISI57l9550Z9l4Zß636432035l589B9l93S7Z843B54884 643374 73774ZEZ78X L (00:26:21)
- Malh0aen appemzuvw wnd x(V raversen sumx (00:26:21)
- l Keanu Amun hemmen nmuuu Fans Emma a v n mmnmmu mmm u nunum um 1617 Vhnuw M nn Lm Q (00:26:22)
- I Temual Sum lqanxumn Amman m (00:26:34)
- d Tgmamn smu uaumun Amun nmm mn (00:26:44)
- d Tgmamn smu uaumun Amun nmm mn ßäaä (00:26:49)
- I Tgminul Shan 4 m nu Ansmu Fenxm mm (00:26:54)
- Ei LEE (00:27:06)
- I Ianu Annan Beunumx Emnunen mm Emma Anumnun hamguum vununmu Fensm nemumlu ume ls Flww Manm L m Q (00:27:08)
- d Tu manu sun neubeuen Amm mum mm Q ää (00:27:16)
- H Teminal sneu nuubmun Amun hmm mm (00:27:22)
- I Innen una Baumann Hnlumn Fun mmm Annnmen mesmxunu vnnmnzn Fensm umumlm u up Isis Thum Mznm L m Q (00:27:25)
- d Tannen man Humquu mmm hmm Mm (00:27:27)
- H Tuminul Emu Ieubmun Amun mum Mme (00:27:30)
- H 45 67 LSS 45 67 135 (00:27:30)
- 45 67 135 45 67 135 45 67 135 45 67 135 45 67 135 A5 67 135 4 (00:27:30)
- I Tgmirnl Shan uameumn Anmm Fensm mm E ä = Län (00:27:37)
- I Knaur Anzug humanen Eimunen Fun Kamm Anumnen Dmmxuna vammmn Fensm umnsmlen ume 1619 Vhxsm M nm L m Q (00:27:42)
- i tun nn sum unnmmx Amun rengm mm (00:27:45)
- H Temirul Shan neameumn Anmm Fenxm mn (00:27:52)
- l hau nnen lgannuxu ibtnm Fun amg w V n u m m = am m mn Isib Vlww Mznnw L m Q (00:27:55)
- H Yu uul ihm Ieameuen Anmuu hmm ume (00:27:57)
- I Tmninul Shan neammun Amen Fensm mm (00:28:07)
- I Innen Annan nemmxux Emlunm Fun Fumm Anmunu mmmuunn mnunmn Saum umuwlm M nz s3 Fhnsw Mznnw L Q (00:28:12)
- I Tsunuß Snnu lumeuu Anmm mum wmv (00:28:18)
- I Tgmniul ihm nunseunzn Amon Husum ume (00:28:20)
- I kann Amen Hgmemu Mum mu h 1 = m m ÖL (00:28:24)
- I Innen Annan Iunuuun mluuu nm Kamm nnumnen mmmunu vnvmnnm raum nnmmuven mu Isn Vhgm Mm n L w s Q (00:28:25)
- I 1 enmur Emu lemmmn Amun remm mn (00:28:26)
- I Tmuuux sum uanxlxm Anmm mlm um Ä ÖL @4 (00:28:28)
- Listen (00:28:32)
- IUIIIIIIt IUlL I L) g9rU n iz1emng begmw IK Konventnonz ve = O an HUB Ö Reprasematnon M und M xA e nmmmmwpnnt an (00:28:33)
- d f Ql xän (00:28:33)
- Oyjeratronenc Lw L I BElSp1SlZ 0 K In (00:28:33)
- nummerierte Folgen von Werten (00:28:32)
- IE Funktionen Ien() (00:28:32)
- Tupel (00:28:34)
- Werte kommagetrennt (00:28:34)
- Operationerr T T TW T i Tügj (00:28:34)
- len(T) (00:28:34)
- Erzeugung festgelegt (00:28:34)
- Fua 5tn1rv hm 1 nv amcuka Im1 xErr r hs xrcxzx am ci range (00:29:16)
- I Tgmiaul Shan neammun Anmm Fensm Hure Ei =ä 4a LEE (00:29:36)
- I Tgmiaul Shan Ieammun Anmm Fensm nmz Ei @5 42 Lä (00:29:42)
- d Tqmmun smu neammm Amon hmm mn Eil 54 lää (00:29:49)
- I Inn una Beamuxm (mmm hwe m v A n Enrsuumnu vmmnml rquu kuuxugxu um su1F 116 Mznm L s Q (00:30:26)
- Tupel (00:30:39)
- Funktionen Ien(T) (00:30:39)
- Operationen T Ö T i T i Tüzj (00:30:39)
- Werte kommagetrennt (00:30:39)
- Erzeugung festgelegt (00:30:39)
- n 1F=T (00:31:06)
- I Ieuunu Emu umumug 1m Fwwn nmz (00:31:07)
- I Teminul Shan nemmmn Amon Femm am i ä = läp (00:31:25)
- E Fävaäs IVÄÄE (00:31:32)
- I Temhul Shan neameuun Anmm Femm mm (00:31:39)
- I Kunz Annan azmmxun Bnluaun Fune Fmm 11 Anumnzn Dausmmm vmmugn Fgngm xemmenen um 1641 Vlwsxw M mn L m Q (00:31:42)
- Tupel (00:31:45)
- Funktionen Ien(T) (00:31:45)
- Klammem um Tupel be Funktionsaufrufz f((3 4 9)) (00:31:45)
- Werte kommagetrennt (00:31:45)
- Erzeugung festgelegt (00:31:45)
- x sortO (00:31:52)
- I x s rt( 71 ns 67 as2 (00:31:56)
- I Teminul sm neamenen Anmm hmm um (00:32:01)
- l Tuuuinnl Shan neameuun Anmm hmm ume (00:32:07)
- I Tenuinul Shu neamenen Amann renguw am (00:32:12)
- I Tenuhul Shan neamenen Amann renguw am (00:32:14)
- H Teminul Shan neaukmxen Amcm hmm mm (00:32:36)
- I Tumiml Shan neauneuen Anmm Fensm mn (00:32:43)
- Tupel Kreuzprodukt von k Typen (00:33:29)
- Funktionen Ien(T) (00:33:29)
- Werte kommage trennt (00:33:29)
- Erzeugung festgelegt (00:33:29)
- nicht änderbar (immutab e) Elemente werden bei (00:33:29)
- Tupel (00:33:55)
- Funktionen Isn(T) (00:33:55)
- A zusätzlich Iuple unpackmg ben Zuweusung (00:33:55)
- Enka Mustarmannr 42 (00:33:55)
- Erzeugung festgelegt (00:33:55)
- I Ynaniut Smn Iumeum Amun hmm ume (00:33:56)
- ä = 1 VSE (00:33:59)
- H Teminul Shan neammen Amon hmm mm 4 lgp (00:34:07)
- H Teminul Shan neammen Amon hmm mm 4 läp (00:34:13)
- H Teminul Shan neammen Amon hmm mm 42 läp (00:34:14)
- I Tgmiml Shan neameuen Amon Fensm Hm Si i ä läßä (00:35:10)
- l Teminul Shan neamenun Amour Fensm mm (00:35:18)
- l Tuumul Shan neamenen Anmm Fensm Hate ä ä = LVÄE (00:35:26)
- l Temuinnl Shan neamenen Amour Fensm mm (00:35:34)
- I Teminul Shan neameuun Amcm hmm wie (00:35:36)
- l Teminul Shan neammen Anmm hmm mm 54 llä (00:35:49)
- H Teminul Shan neaubmen Anmm Fensm wie ä a LELE (00:37:35)
Keyword
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