Merken
Final Review
Automatisierte Medienanalyse
Diese automatischen Videoanalysen setzt das TIBAVPortal ein:
Szenenerkennung — Shot Boundary Detection segmentiert das Video anhand von Bildmerkmalen. Ein daraus erzeugtes visuelles Inhaltsverzeichnis gibt einen schnellen Überblick über den Inhalt des Videos und bietet einen zielgenauen Zugriff.
Texterkennung – Intelligent Character Recognition erfasst, indexiert und macht geschriebene Sprache (zum Beispiel Text auf Folien) durchsuchbar.
Spracherkennung – Speech to Text notiert die gesprochene Sprache im Video in Form eines Transkripts, das durchsuchbar ist.
Bilderkennung – Visual Concept Detection indexiert das Bewegtbild mit fachspezifischen und fächerübergreifenden visuellen Konzepten (zum Beispiel Landschaft, Fassadendetail, technische Zeichnung, Computeranimation oder Vorlesung).
Verschlagwortung – Named Entity Recognition beschreibt die einzelnen Videosegmente mit semantisch verknüpften Sachbegriffen. Synonyme oder Unterbegriffe von eingegebenen Suchbegriffen können dadurch automatisch mitgesucht werden, was die Treffermenge erweitert.
Erkannte Entitäten
Sprachtranskript
00:05
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01:57
Of And enough but not that got here which means you substitute this year and finish off in other ways this
02:14
Dom If all day of all over I'm is distribution of you wouldn't be where you as the ratio can be hazardous wife using reaching durable formula for True rhetoric and remember the formula of But For the good of all but it was a yes
03:22
Where Tadeas Jacoby and an 8 1 8 2 review of the inverse transformation
03:31
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11:25
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11:44
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14:09
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14:27
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16:14
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16:36
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17:12
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17:30
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20:48
The receiver stuff from this a joint density which is right here
21:03
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23:27
But Like that Area wire about freedom
23:48
But So it is that distribution Is a you that Amiri riders
24:17
But was all 0 for all But Zabel familiar Well there's a route to Miami EU with minus something squared overt Through it looks a lot like a white Sun Belt normal means is that there is no new Missouri various select wondering where so you will given capital will be is normal me 0 1 over will be where so this a sense that Question about you and me being independent what's Z distribution for you It's coaching what's a dissertation you've given me Not all means rains were merely saying not of the conditional densely would be the marginal if and who we guess this without going through this long competition What was by you Look at That right and what is why it's these so it is you win the value of each or wife where every what is the reason this week put the sequel to little beat constant what's acts over only suspicion that normal means it on grants honorably square And now let's Doody distant that dot dot Candace on this mission of being given you try
26:54
Elegant joint density divided by be marginal
27:17
And there's a joint density it's absolutely be over to exponential minus 1 plus 2 squared be squared
27:35
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29:48
Finding marginal spinyfinned is not just our that's udder problem that uses baby on Foley generate functions
30:17
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33:42
So what is the value of that Iran Violetta slammed overland minus 2 thing and we did a couple of variations with this 1
34:11
But 4 4 4 4 after 1st finding like Jerry function for the summer led Using the property of X potentials that the product of the exponential share becomes an exponential this summer And then Each of these functions of the rebels in therefore independent and he expected value of a product of independent and rebels becomes productivity expectations But Anomalies are all the same are they so a conclusion is that being Jerry function of a sample of
36:13
Well over about reminds me of Enough identified that at stake is random rare will that
36:45
Gamma distribution with tremors elfin lie that means that the density for capital why is this
37:14
His book It so they moments at a function for Was at the top of the but What if for kids That so we did the the same please forward Bob quite easy to achieve OY times density for wine and regret
38:12
But This is always a former for nearly a substitute this year becomes a narrow from 0 to improving think it a stance not part front in the nearby
38:30
Fig So let's combine yes that's all terms from here Nat Money commute this Well this is a density that means it is periods to 1 that means 0 Anthony why offer minus 1 slammed the Why do I want to where you get
39:18
Right fielder Anderson that constant constant there because this article on the presidency we have to like Not when the work Madam so it under my steer I would this change that would be the same this would become Banda my mystique so this is Eagle to There's a gamut of Elvis cancel giving them over Obama demise tetany Alpha Books is growing Alpha thing at the moment Function for a gammaray growth number here is always a function for a sum of an independent experts also from what's another way of saying were describing his vision of that sum its tremor and then left and this is using them Uniqueness of MoMA generate function is no different distributions not to different regions have the same only function at the moment a functions defined in a neighbor art and the Find spiced cheese is less than that OK duo will vary a shot at Yaddo so huge fish on the course but But I hate but full of all 4 of all of us But with the
42:47
Truck What is this 2 of
43:08
A skull that Zee well We want to all the size for being part this touring dissertations is function do that Was as former after that says we can indeed be conditional expectations and then computer expectation
43:52
Now that
43:58
She The other is a hell of a a I don't think so 0 I bet strike indeed that's all All which means as we use a conditional Vassili
44:56
Z Given cap aligned Sosa be some functions of thought little of S and this formula here says that computers expected value of GS Capital and is a function of a random variable
45:25
In the end OK let's give this so it find this conditional density Well maybe we can find me a conditional decision 1st yacht Maybe right on directly what is a status as a Kaplan is equal to the value will travel its value little and water we doing here granting What little in the exponential and rebels have parameter what's the distribution for that right that's hammer with parameters and and member what's advance for that its landed the end for gamma band eatery and minus 1 minds limousine cuisine theory was suffering all capital and as little and then radii of little land Exponential so we know density is that we just don't think so now lawyer whose purpose in here and radius it easy to have of them I guess set in advance I knew that was a positive but Myerson You really there's OK let's start with 0 has jumped of So we don't let the end Over gamma of an aerial 0 2 infinity cheesy seated minus 1 Icelanders easy easy And this becomes less over them of mining experts also arose over from a Syrian minus 1 slammed miners tee times We do this This year were area gamma function part of emigrants So it beat them over and over demise and the emigrants canceled and no surprise will give us a conditional on ending a momentary function is a small mature function for gamma firmer and
48:50
That's our function will demand will do little and we want to to give the expected by GE Capital Enders
49:02
Director In that It or This involves Some genetic venerable state ideas and be positive hers 1 2 3 because what is interpreted waiting number trials for the success of here and then you have to watch what minus 1 failures which
49:52
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50:25
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50:39
1 minus are absent are less than 1 we also have a series of Looks like that started 0 goes to infinity and hence are the case we don't started 0 1
50:59
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53:08
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53:47
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53:57
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54:27
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56:46
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1:03:46
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1:05:15
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1:05:26
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1:06:48
OK Saudi was sacked job thing doesn't analyze a constant And I had this in the denominator of it and
1:07:08
We are critical as they go through but Eagles better target sewer the thing is I'm and my area now places analysis growers proving inequalities back I know I know 1 analyst wary asked where you work beyond that I'm working on a new equality that arose replace things like that you're going up too much sewer can we do this at all
1:07:52
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1:08:02
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1:09:13
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1:09:39
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1:12:51
All are almost nonexistent
1:12:56
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1:13:40
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1:14:00
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1:17:25
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1:17:38
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1:19:07
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1:19:54
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1:23:11
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1:24:28
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1:24:38
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1:26:48
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1:27:08
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1:28:01
If see what they miss says the following of This is using a lot of modeling
1:28:56
Partly is a supplement to much and rebels and the probably successes proportional to 1 over the number of trials of land or anchor somewhere or close to it to you all you need is is key and times and ghosts then the summer converted to oppose Sandra
1:29:24
Now why are we in that situation here in this radioactive substance let's it's visible from the hominy albums
1:29:36
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1:37:11
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00:00
Ungleichung
Mathematik
Stab
Tourenplanung
Mereologie
Richtung
Dichte <Physik>
01:54
Distributionstheorie
Ausdruck <Logik>
03:21
Distributionstheorie
Punkt
Sterbeziffer
Determinante
Wasserdampftafel
Transformation <Mathematik>
Biprodukt
Dichte <Physik>
Entscheidungstheorie
Variable
Weg <Topologie>
Quadratzahl
Betrag <Mathematik>
Flächeninhalt
Schwebung
Modelltheorie
Figurierte Zahl
11:24
Arithmetisches Mittel
Lineares Funktional
Ortsoperator
Wasserdampftafel
Gefrieren
Pi <Zahl>
Inverser Limes
Integral
14:09
Randverteilung
Distributionstheorie
Rechter Winkel
Gerichteter Graph
Entscheidungstheorie
Dichte <Physik>
16:09
Distributionstheorie
Lineares Funktional
GrothendieckTopologie
Exponent
Kategorie <Mathematik>
Wellenlehre
Kardinalzahl
Biprodukt
Sondierung
Modul
Teilbarkeit
RaumZeit
Ausdruck <Logik>
Dichte <Physik>
Flächeninhalt
Rangstatistik
Rechter Winkel
Tourenplanung
Mereologie
20:43
Punkt
Rangstatistik
Minimum
Dichte <Physik>
23:23
Arithmetisches Mittel
Distributionstheorie
Flächeninhalt
Rechter Winkel
Tourenplanung
Stochastische Abhängigkeit
Fortsetzung <Mathematik>
Normalvektor
26:34
Distributionstheorie
Variable
Mathematik
Gebäude <Mathematik>
Zahlenbereich
Dichte <Physik>
29:48
Distributionstheorie
Erzeugende
Lineares Funktional
Berechenbare Funktion
Wellenpaket
Momentenproblem
Vorzeichen <Mathematik>
Entscheidungstheorie
Dichte <Physik>
Unendlichkeit
33:28
Lineares Funktional
TVDVerfahren
Erwartungswert
Vektorpotenzial
Exponent
Kategorie <Mathematik>
Stochastische Abhängigkeit
Biprodukt
35:59
Lineares Funktional
Momentenproblem
Gammaverteilung
LieGruppe
Dichte <Physik>
37:54
Distributionstheorie
Lineares Funktional
Gewichtete Summe
Mathematik
Momentenproblem
Eindeutigkeit
Zahlenbereich
Frequenz
Term
Kommutator <Quantentheorie>
Dichte <Physik>
Konstante
Mereologie
JensenMaß
Substitution
42:45
Bedingter Erwartungswert
Lineares Funktional
Erwartungswert
Mereologie
44:46
Radius
Distributionstheorie
Parametersystem
Lineares Funktional
Berechenbare Funktion
Exponent
Wasserdampftafel
Physikalische Theorie
Ausdruck <Logik>
Kugelkappe
Dichte <Physik>
Unendlichkeit
Entscheidungstheorie
Flächeninhalt
Gruppe <Mathematik>
Mereologie
Gammafunktion
48:44
Gefangenendilemma
Lineares Funktional
Ortsoperator
Zahlenbereich
Aggregatzustand
50:21
Zusammengesetzte Verteilung
Gewichtete Summe
Vorzeichen <Mathematik>
Reihe
Bilinearform
Teilbarkeit
Leistung <Physik>
Unendlichkeit
53:07
Bedingter Erwartungswert
Parametersystem
Lineares Funktional
Distributionstheorie
Bruchrechnung
Erwartungswert
Multiplikationssatz
Einfügungsdämpfung
GrothendieckTopologie
Flächeninhalt
Stichprobenumfang
Reihe
Zahlenbereich
Schlussregel
Tonnelierter Raum
Ausdruck <Logik>
56:41
Arithmetisches Mittel
Ungleichung
Gewichtete Summe
GrothendieckTopologie
Mathematik
Tourenplanung
Stichprobenumfang
Ausgleichsrechnung
Richtung
1:03:41
Einfügungsdämpfung
Stab
Gruppenkeim
Zahlenbereich
Teilbarkeit
Eins
1:05:23
Bruchrechnung
Prozess <Physik>
Tourenplanung
Zahlenbereich
Teilbarkeit
1:07:04
Quadratzahl
Ungleichung
Differenzkern
Flächeninhalt
Rechter Winkel
Tourenplanung
Reihe
Zahlenbereich
Substitution
Analysis
1:09:12
Bruchrechnung
Gewichtete Summe
Exponent
Ortsoperator
Spieltheorie
Gruppenoperation
Zahlenbereich
Ordnung <Mathematik>
Ereignishorizont
1:12:44
Parametersystem
Erwartungswert
Offene Menge
Mereologie
Zahlenbereich
Modelltheorie
Dampf
1:17:24
Distributionstheorie
Zahlenbereich
Wahrscheinlichkeitsfunktion
1:18:51
Lineares Funktional
Erwartungswert
Prozess <Physik>
Gewichtete Summe
Momentenproblem
Rechter Winkel
Gruppe <Mathematik>
Zahlenbereich
Schlussregel
Biprodukt
Eins
1:22:50
Stereometrie
Parametersystem
Approximation
Normalvektor
Division
1:24:26
Lineares Funktional
Distributionstheorie
Flächeninhalt
Vorzeichen <Mathematik>
Rechter Winkel
Tabelle
Reihe
Normalvektor
Tonnelierter Raum
Dichte <Physik>
1:25:51
Kugel
GrothendieckTopologie
Gruppenkeim
Inverser Limes
Zahlenbereich
PoissonVerteilung
Gerichteter Graph
1:27:54
Zahlenbereich
Modelltheorie
1:29:24
Schätzwert
Konstante
Bruchrechnung
Erwartungswert
Gewicht <Mathematik>
Forcing
Mittelwert
Rechter Winkel
Güte der Anpassung
Annulator
Zahlenbereich
Kartesische Koordinaten
Ordnung <Mathematik>
Division
Topologie
Entscheidungstheorie
1:37:10
GrothendieckTopologie
Kreisfläche
Mathematik
Finitismus
Stochastische Abhängigkeit
SigmaAlgebra
Term
Algebraische Struktur
Quadratzahl
Flächeninhalt
Rechter Winkel
Gruppe <Mathematik>
Stichprobenumfang
Diagonale <Geometrie>
Analysis
Metadaten
Formale Metadaten
Titel  Final Review 
Serientitel  Introduction to Probability and Statistics 131A 
Teil  16 
Anzahl der Teile  16 
Autor 
Cranston, Michael C.

Lizenz 
CCNamensnennung  Weitergabe unter gleichen Bedingungen 3.0 Unported: Sie dürfen das Werk bzw. den Inhalt zu jedem legalen und nichtkommerziellen Zweck nutzen, verändern und in unveränderter oder veränderter Form vervielfältigen, verbreiten und öffentlich zugänglich machen, sofern Sie den Namen des Autors/Rechteinhabers in der von ihm festgelegten Weise nennen und das Werk bzw. diesen Inhalt auch in veränderter Form nur unter den Bedingungen dieser Lizenz weitergeben. 
DOI  10.5446/12886 
Herausgeber  University of California Irvine (UCI) 
Erscheinungsjahr  2013 
Sprache  Englisch 
Inhaltliche Metadaten
Fachgebiet  Mathematik 