Sentiment-Indikatoren

Die "überkauft" und "überverkauft" Signale vom TRIN funktionieren in der Tat wunderbar in dieser volatilen Zeit.

Ein Wunderindikator ist der TRIN aber trotzdem nicht. Ist ja auch nur eine simple Berechnung. Fällt zB eine Aktie mit grossem Volumen von +0.1 auf -0.1, dann kann das schon eine erhebliche Änderung im TRIN auslösen, obwohl eigentlich nichts passiert ist.

 
Im TRIN hüpfen wir von überkauft zu überverkauf und wieder zurück.

Am Freitag wieder Werte von über 3.00 ID (=überverkauft)

TRIN vs SPX_5min_20150906.PNG

 
Zuletzt bearbeitet von einem Moderator:
Im TRIN hüpfen wir von überkauft zu überverkauf und wieder zurück.

Am Freitag wieder Werte von über 3.00 ID (=überverkauft)
Und es geht weiter. Das überkauft Signal vom Dienstag kam dieses Mal etwas verfrüht.

Heute haben wir trotz heftigem Abverkauf in den Close immer noch gesund bearishe Werte von knapp unter 2.

NYSE TRIN vs SPX_M5_20150909.PNG

Ansonsten geniale Sache in diesen volatilen Zeiten. Einfach einen Tag mit einem Extremwert abwarten:

TRIN > 3.00 = überverkauft

TRIN < 0.50 = überkauft

Ist der Tag durch kann man bei überverkauft long gehen und bei überkauft short. Ist sicher was zum merken für zükunftige Extremvolazeiten wie die aktuelle.

 
Hallo marcello

hättest du bitte einen Link zum TRIN.

Der MACD auf Tagesebene ist im DOW, DAX und SMI blullish, im S&P leider noch nicht.

Die 10506 hatte ich als Korrekturziel der vorherigen Bewegung. Diese Abverkaufswelle könnte fertig gezählt werden, da stellt sich für mich die Frage, war dies der Anfang in Richtung neues Tief oder eine nötige Konso.

 
Morgen Plena

hättest du bitte einen Link zum TRIN.
Ich habe hier NYSE TRIN mal ein paar Dinge über den TRIN notiert inkl Links.

Am besten nimmst du den von barchart: http://www.barchart.com/chart.php?sym=%24TRIN&style=technical&template=&p=I&d=M&im=5&sd=&ed=&size=L&log=0&t=LINE&v=0&g=1&evnt=1&late=1&o1=%24SPX&a1=on&o2=&o3=&sh=100&indicators=&addindicator=&submitted=1&fpage=&txtDate=#jump hier hast du einen Intraday Chart vom TRIN. Das ist enorm wichtig weil man die ersten 5-15 Minuten der Session ausblenden muss. Leider ist er nicht Realtime.

Realtime gibt es hier http://stockcharts.com/h-sc/ui?s=%24TRIN aber leider nur Daily. Also Chart kannst du dort gleich vergessen. Nur für den realtime Kurs.

Der MACD auf Tagesebene ist im DOW, DAX und SMI blullish, im S&P leider noch nicht.
Im SPX auch (zumindest Standard):

SPX_daily_20150909.PNG

Ich interpretiere den Cross aber nicht als allzu bullish in diesem Fall. Der musste einfach kommen nach diesem Downer.

 
Vielen Dank.

Ich habe diese Werte. 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

 
@Plena

Ich verwende wie geschrieben ebenfalls die Standard-Werte (12, 26, 9) für den MACD.

Damit hat die Signal Line die MACD Line per Close Dienstag, 8.9. nach oben durchbrochen.

Im SPX (Regular Session 9:30 ET bis 16:00 ET)

SPX_daily_201509009_MACD.PNG

wie auch im ES (Sesseion 17:00 ET - 16:15 ET)

ES_daily_20150909_MACD.PNG

Ich würde, wenn schon auf das MACD Signal schaust, schon ein gängiges Underlying nehmen wie eben den SPX in der normalen Session oder den ES (E-mini S&P 500 Futures). Ich persönlich halte nicht viel von diesen 08/15 Indikatoren. Kann ein gutes Hilfsmittel sein integriert in einem grösseren System. Aber als alleiniger Signalgeber nicht erfolgsversprechend. Ich habe das vor einiger Zeit im Optionenthread schon mal geschrieben. Habe dann auch eine quantitative Auswertung der Signale eingestellt, welche eben klar gezeigt hat, dass das MACD Signal alleine zu wenig liefert. Ist auch logisch, denn das wäre viel zu einfach.

Auf das MACD Buy Signal vom Dienstag gebe ich erst recht nichts. Das war absehbar und unvermeidbar nach diesem steilen Downer der letzten zwei Wochen.

 
Hi Marcello

08/15 Indikatoren können sehr gute oder auch schlechte Dienste tun, je nachdem in welcher Marktphase sie eingesetzt werden.
Beispiel:
Der Überkauft/Überverkauft-Indikator liefert häufig Fehlsignale im starken Trend.
Stochastik funktoniert im Seitwärtsmarkt .. etc.

In diesem Thread geht es um "Sentiment".
Es wird versucht, die psychologische Marktstimmung der Teilnehmer auszuloten. Die Instrumente dazu sind
Befragung (siehe Eurex, Euwax, Börsenreports, Bildzeitungsindikator .. )
Die Abgrenzug zu "Indikatoren" ist nicht einfach.
(Macht eine Abgrenzung überhaupt Sinn ? - Ist es vielmehr eine akademische Streitfrage ?)

Ein Schwenk zurück zum Thema "Hätte man es vorher erkennen können ? "
Du erinnerst Dich, dass ich zahlreiche Aspekte und Hinweise beschrieben hatte, mit denen man den kommenden Downmove hätte erkennen können. Zugegeben - ich selber habe auch zu spät reagiert - immerhin war ich gewarnt gewesen.
Ein weiterer und sehr deutlicher Hinweis sind die Distribution Days.

An mehreren solchen Tagen kann man erkennen, wenn grosse "Institutionelle" Ihre Positionen abbauen.
Wenn dieser Abbau von grossen Positionen mehrfach hintereinander passiert, während gleichzeitg der Markt duch verschiedene "Tricks" hochgehalten wird (Suehe auch die Rolle der FED) , bzw. vor nach den distribution days immer wieder hochgehievt wird, dann lässt das aufhorchen

Je mehr ich mich den educational videos von Alan Ellman (bluecollar investor) und O'Neill (IBD)
beschäftige, umso klarer erscheint ein Bild der Märkte.
Wer von Euch hat sich mit diesem "Indikator" beschäftigt oder nutzt ihn für längerfristiges Instieren ?
Also .. jeder, der Aktieninvestments hält, sollte doch daran interessiert sein, die Marktphase der Distribution zu erkennen, um sich gegen starke Downmoves im Portfolio zu wappnen.

Das Gegenteil wären "Accumulation Days".
Wenn ein ein Markt "unten" ist .. wann steigen die "Grossen" wieder ein ?
Wann macht es Sinn, unter dem Flankenschutz der Grossen mit dem Markt nach oben zu steigen ?

Ich würde mich gern mit jemandem darüber austauschen.
Bei Interesse setzen wir uns einmal zusammen.
 

Gruss
Don

 
Zuletzt bearbeitet:
Ein weiterer und sehr deutlicher Hinweis sind die Distribution Days.

Das Gegenteil wären "Accumulation Days".
Ja klar interessiert die Thematik. Die Frage ist: Wie erkennt man diese Phasen?

Technische Indikatoren -> nein

Sentiment-Indikatoren -> können unter Umständen helfen

Blick ins Orderbuch -> Klar da sieht man, wenn grosse Blöcke geschoben werden. Aber wenn das einer heimlich machen will, dann geht er halt über Darkpools

Volumenverteilung -> Da kenne ich mich zuwenig aus. Tradeaholic machte ab und zu gute Hinweise, wo eben solche Phasen in den Volumencharts ersichtlich waren

Was meinst denn du don?

 
Zuletzt bearbeitet von einem Moderator:
Ein weiterer und sehr deutlicher Hinweis sind die Distribution Days.

An mehreren solchen Tagen kann man erkennen, wenn grosse "Institutionelle" Ihre Positionen abbauen.
Wenn dieser Abbau von grossen Positionen mehrfach hintereinander passiert, während gleichzeitg der Markt duch verschiedene "Tricks" hochgehalten wird (Suehe auch die Rolle der FED) , bzw. vor nach den distribution days immer wieder hochgehievt wird, dann lässt das aufhorchen

Das Gegenteil wären "Accumulation Days".
Wenn ein ein Markt "unten" ist .. wann steigen die "Grossen" wieder ein ?
Wann macht es Sinn, unter dem Flankenschutz der Grossen mit dem Markt nach oben zu steigen ?
Was sind denn Deine Kriterien für einen Distribution-, respektive Accumulation Day? Oder etwas konkreter. Welches waren aus Deiner Sicht in der Periode zwischen Mitte Februar 15 bis Mitte Juli oder August klassische Distribution Days?

Aus meiner Sicht die grösste Warnung war der Taucher von Mitte Sept bis Mitte Okt 14. Dieser ging bereits wesentlich tiefer als die vorangegangenen Korrekturen. Warum sollte es dann ab einem höheren Level nicht auch eine grössere Korrektur geben, wenn man bereits weiter unten eine grössere Distributionsphase gehabt hat? An den Vorzeichen hat sich in der Zeit danach nicht viel verändert.

 
Ein weiterer und sehr deutlicher Hinweis sind die Distribution Days.

An mehreren solchen Tagen kann man erkennen, wenn grosse "Institutionelle" Ihre Positionen abbauen.Wenn dieser Abbau von grossen Positionen mehrfach hintereinander passiert, während gleichzeitg der Markt duch verschiedene "Tricks" hochgehalten wird (Suehe auch die Rolle der FED) , bzw. vor nach den distribution days immer wieder hochgehievt wird, dann lässt das aufhorchen

Das Gegenteil wären "Accumulation Days".Wenn ein ein Markt "unten" ist .. wann steigen die "Grossen" wieder ein ?Wann macht es Sinn, unter dem Flankenschutz der Grossen mit dem Markt nach oben zu steigen ?
Was sind denn Deine Kriterien für einen Distribution-, respektive Accumulation Day? Oder etwas konkreter. Welches waren aus Deiner Sicht in der Periode zwischen Mitte Februar 15 bis Mitte Juli oder August klassische Distribution Days?

Aus meiner Sicht die grösste Warnung war der Taucher von Mitte Sept bis Mitte Okt 14. Dieser ging bereits wesentlich tiefer als die vorangegangenen Korrekturen. Warum sollte es dann ab einem höheren Level nicht auch eine grössere Korrektur geben, wenn man bereits weiter unten eine grössere Distributionsphase gehabt hat? An den Vorzeichen hat sich in der Zeit danach nicht viel verändert.
Hi Habi und Marcello,

Ich habe mir dieMühe gemacht, und dieseDistribution Days näher aanlysiert.
Ursprünglich von William O Neill erfunden, geistert dieser"Indikator" durch alle Medien und Foren.

Bevor ich es umfangreich schriftlich erläutere, hier ein Erklär-Video.

Wenn man sich diesen Indikator ansieht, scheint er vielversprechend.
NAch vielen Stunden der Analyse, komme ich zum Schluss, dass es eine Vielzahl von Fehlsignalen gibt.
Ausser Spesen also nix gewesen.
Mir scheint das ein Beispiel zu sein, dass unreflektiert und ohne eigene Analysen eine Story immer wiedergekäut wird.
Vielleicht finde ich doch noch etwas besseres zu diesem Thema.
auch sehenswert: eine kritische analyse

http://thepatternsite.com/DistributionDay.html

Gruss
Don

 
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Hallo Don

Habe mir das Video angeschaut und es kann mich nicht so recht überzeugen. Bin froh, dass Du zu einem ähnlichen Schluss gekommen bist. Für mich zeigt es einmal mehr, dass es sehr schwierig ist, die Abläufe in ein Muster zu quetschen. Ich möchte auch nicht sagen, dass alles falsch ist, in diesem Video. Aber es zeigt einmal mehr, dass die Situation geschönt dargestellt ist. Habe schon so vieles angeschaut, wenn ich es etwas näher betrachtet habe stellte ich fest, dass vor allem die guten Seiten eines Indikators oder Systems gezeigt werden, meistens sind es Trendsysteme.

Kommen wir nochmals zu den Distribution Days. Nehmen wir die Periode vom 20.7. bis 27.7. Volumen direkt im SPX ist für mich fraglich, bei eSignal wird das nicht zur Verfügung gestellt. Ich nehme deshalb den SPY, da wird wirklich gehandelt. Volumen war am 20.7. klein und hat gegen unten zugenommen. (Bei meinen Charts ist das Volumen grün, wenn es höher ist als am Vortag).  Am 27.7. hatten wir das höchste Volumen in diesen sechs Tagen. Die Preisspanne war klein und Close und Open nahe zusammen. Für mich ist das kein Distributionstag. Weder Käufer noch Verkäufer hatten die Überhand.

Die zwei Tage zuvor dagegen würde ich als Distributionstage bezeichnen, weil der Close deutlich unter dem Open lag und man nahe beim Tief schloss. Hier kann man sagen, dass an diesen beiden Tagen die Verkäufer die Kontrolle über den Markt hatten. Wie sich im Nachhinein leicht feststellen lässt, wurden diese beiden Tage nicht mehr übertroffen. Die nachfolgende Seitwärtsperiode war dann offensichtlich wieder eine Distributionsphase, aber die Bestätigung hatten wir erst, als wir nach unten ausgebrochen sind.

Ich habe es auch schon mit Bid/Ask Analysen in verschiedenster Form probiert, um den Ausbruch solcher Seitwärtsphasen zu antizipieren, bin aber zu keinen wirklich befriedigenden Ergebnissen gekommen. 

Snap5.png

 
Diese Theorie wurde schon vor einigen Jahren aufgestellt, ich habe das Buch auch mal gelesen (sehr interessant), es ist mir leider auf einer Tropeninsel abhanden gekommen. Im Buch gibt es einige Beispiele, wo diese Theorie gestimmt hat. Damals waren aber auch die gehandelten Volumen der "Big Boys" bekannt. Ausserdem spielen sich viele Beispiele zur gleichen Zeit ab, und wir wissen ja, was bei einer Aktie passiert, wird wahrscheinlich gleichzeitig auch bei vielen anderen Aktien passieren. Aber ob das die Theorie untermauert, wenn sich CS gleich wie UBS verhält, ist fraglich.

fritz meint, dass das heute anders ist, weil vieles an Schattenbörsen passiert und diese Volumen für uns gar nicht mehr sichtbar sind. Somit sind auch alle Volumen-abhängigen Indikatoren weniger "wert" als früher.

Gruss

fritz

 
[SIZE= 13px]fritz meint, dass das heute anders ist, weil vieles an Schattenbörsen passiert und diese Volumen für uns gar nicht mehr sichtbar sind. Somit sind auch alle Volumen-abhängigen Indikatoren weniger "wert" als früher.[/SIZE] 
Ich finde das Volumen nach wie vor sehr wichtig. Nach meiner Erfahrung treten die grossen Volumen-Spitzen fast ausschliesslich an den Tiefs statt. Sogenannte Selling-Climax sind offensichtlich viel häufiger als Buying-Climax. Die Angst vor dem Verlieren demnach viel grösser, als die Aussicht nach noch höheren Gewinnen. In einem grossen Bärenmarkt sind diese Selling-Climax oft nur stopping Volumen, es wir nur eine Gegenbewegung eingeleitet. Je höher die Volumen werden, desto grösser wird auch die Chance auf eine Trendwende. In einem Bullenmarkt wirken sie dann als Ende einer Korrektur und der laufende Trend wird danach fortgesetzt.

Habe hier einige Beispiele:

Bärenmarkt bis 02/03: Markante Spitzen hatten wir im März und Sept 02. Diese leiteten jeweils einen Gegentrend ein. Die Tiefs von Juli und Okt 02, sowie März 03 waren die Grundlage für eine grosse Bodenbildung.Snap1.png

 
Auch beim Top im 07 sah man die Volumenspitzen auf der Unterseite, wobei man sich die einzelnen Tage vor und nach dem Tief schon noch etwas genauer anschauen müsste. Bei den Tiefs Ende 08 hatten wir die grössten Volumen vor der eigentlichen Trendwende. Auch im März waren nochmals hohe Volumen zu verzeichnen, aber weniger als noch bei den vorangegangenen Tiefs. Das werte ich als gutes Zeichen, man kann dann sagen, dass der Verkaufsdruck nachgelassen hat.Snap2.png

 
Wir hatten am 24.8. wieder einen Volumen-Spike. Dieser war grösser als im Oktober 14, aber doch noch einiges unter dem Niveau von August 11. Oben haben wir die rote Topzone. Hier wurden nicht panikartig ETF's gekauft oder verkauft, aber von Februar bis August fand in diesem Bereich reger Handel statt. Es haben also viele ETF's den Besitzer gewechselt. Ein Teil davon hat sich nun weiter unten wieder eingedeckt zu tieferen Preisen.  In diesem Bereich wird sich entscheiden, ob es eine Fortsetzung des Aufwärtstrends gibt oder ein Bärenmarkt eingeläutet wurde. Es stellt sich dann die Frage, wie tief die Bewegung ab Herbst 11 korrigiert wird. Aus meiner Sicht kann man es nur Schritt für Schritt weiterverfolgen, wie sich das Ganze weiterentwickelt und dann daraus seine Schlüsse ziehen.

PS: Beiträge würden vielleicht besser in den Thread "Korrektur oder Trendwende" passen

Snap3.png

 
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Diese Theorie wurde schon vor einigen Jahren aufgestellt, ich habe das Buch auch mal gelesen (sehr interessant), es ist mir leider auf einer Tropeninsel abhanden gekommen. Im Buch gibt es einige Beispiele, wo diese Theorie gestimmt hat. Damals waren aber auch die gehandelten Volumen der "Big Boys" bekannt. Ausserdem spielen sich viele Beispiele zur gleichen Zeit ab, und wir wissen ja, was bei einer Aktie passiert, wird wahrscheinlich gleichzeitig auch bei vielen anderen Aktien passieren. Aber ob das die Theorie untermauert, wenn sich CS gleich wie UBS verhält, ist fraglich.

fritz meint, dass das heute anders ist, weil vieles an Schattenbörsen passiert und diese Volumen für uns gar nicht mehr sichtbar sind. Somit sind auch alle Volumen-abhängigen Indikatoren weniger "wert" als früher.

Gruss

fritz
Hi Fritz und Habi,

Immer öfter komme ich auf den Gedanken, dass die wahren Verkaufsvorgänge im "normalen" Chart immer weniger auftauchen - und wenn, dann mit zeitlicher Verzögerung.

Fritz sprach von Schattenbörsen. Das mag vordergründig so sein. Letzlich müssen auch diese Marktteilnehmer sich auf irgendeine Weise am freien Markt absichern.
Sei es über den Future, sei es über Optionen, sei es über die relativ neuen VIX-Derivate.

Anhand von Beobachtngen bei Aktien, die ich selber im Depot habe/hatte (für Covered Calls) sind mir verschiedene Dinge aufgefallen:

Zu den Earnings Terminen standen plötzlich gewaltige Mengen Put Optionen zu enorm tiefen Preisen im Open Interest.

Beispiele habe ich genug, z.B. Facebook, Disney, Coca Cola, und so weiter. Mit Hilfe der Optionen hat man die Möglichkeit gehabt, grosse Aktienmengen abzustossen, ohne dass es im Index wirklich augenfällig wurde.
Zweiter Punkt
Meine Vermutung, dass viele Instis sich mit Hilfe der VIX Derivate nach unten absichern, Teile des Bestandes verkaufen, aber nur relativ kleine Mengen.
In Wirklichkeit behalten sie die Assets zum grössten Teil, kassieren weiterhin die Dividenden und schreiben weiterhin Calls drauf.
Ich sehe keinen anderen Grund für die relativ hohe Zahl der Calls, die in dieser Marktsituation immer noch offen sind.

Überhaupt sind die VIX-Produkte diejenigen Instrumente mit dem bei weitem höchsten Handelsvolumen - nach den Währungen.
Die Geschichte ist historisch kaum zu vergleichen, da diese Form der Absicherung erst nach der Finanzkrise auf die Bühne trat.
Der Stellenwert, den die VIX-Derivate inzwischen einnehmen, ist immens gross geworden - der Handel mit den Basisintrumenten verschwindet dagegen zahlenmässig fast hinter dem Horizont.

In der breiten Öffentlichkeit steht in allen Berichten immer noch die Bewegung der Indizes im Mittelpunkt der Betrachtungen und der Handelsentscheidungen. Vermutlich deshalb, weil die komplexen Absicherungsinstrumente schwer verständlich sind.
Nichtsdestoweniger haben sie einen gewaltigen Stellenwert erreicht

Ein Grund mehr, sich mit Ihnen zu beschäftigen.
Zunehmend tauchen mehr und mehr Artikel zu diesem Thema auch in Zeitungen auf, z.B. in der aktuellen "Handelswoche".

Gruss
Don

 
NYSE TRIN vs SPX

Dienstag war während der Session eine gute Zeit lang oversold $TRIN klar über 3.00

Aktuell haben wir einen recht starken Downer im SPX und der TRIN ist immer noch auf normal bearish. War in den letzten zwei Tagen nie richtig über 2.00, also noch nichts oversold aktuell.

$TRIN vs SPX_5min_20150924.PNG

PS: Hönig wo bist du?

 
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