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Die Intermarket Analyse befasst sich mit den Beziehungen der vier Haupt-Finanzmärkte: Aktien, Anleihen, Rohstoffe und Währungen. Die wichtigsten Beziehungen zwischen diesen Märkten sind:
- Rohstoffe und Anleihen (INVERSE)
- Anleihen und Aktien (INVERSE)
- Aktien und Rohstoffe (POSITIVE)
- USD und Rohstoffe (INVERSE)
Kommen diese Beziehungen so vor, sagt man die Märkte verhalten sich normal und die Wahrscheinlichkeit ist hoch, dass sich die bestehenden Trends fortsetzen. Wenn eine oder mehrere dieser Beziehungen zusammenbrechen, dann sollte man wachsam sein.
So zumindest die ganz grobe Theorie der Intermarket Analysis nach Murphy. Empfehlenswert dazu ist der Artikel hier
http://stockcharts.com/school/doku.php?id=chart_school
und der PerfChart: John Murphy's Intermarket Study
hier
http://stockcharts.com/freecharts/perf.php?[iM]
Zuletzt bearbeitet von einem Moderator: 07. Juni 2015
Die wichtigsten Beziehungen zwischen diesen Märkten sind:- Anleihen und Aktien (INVERSE)
Nixx hat mich letzte Woche auf die Beziehung Aktien - Bonds (mögliche Änderung von Inverse zu Positive) aufmerksam gemacht. In den letzten Wochen haben wir immer wieder gesehen wie die Aktienmärkte negativ auf sinkende Bondpreise und umgekehrt positiv auf steigende Bondpreise regiert haben. Dies lässt vermuten, dass wir eventuell vor einem Wechsel in der Beziehung von Aktien und Anleihen stehen, welche ja normalerweise inverse ist. Ich habe das mal versucht bildlich nachzuvollziehen.
Hier der S&P500 (blau) im Vergleich zum US 10 Year Bond Future (rot) von 1998 - 2014:
Wir sehen ganz klar eine inverse Korrelation zwischen dem US 10 Year Bond Future (Anleihen) und dem S&P500 (Aktien). 1998 - 2014 war also eine (gem. Murphy) normale Zeit wo Anleihen und Aktien inverse korreliert haben.
Nun der S&P500 (blau) im Vergleich zum US 10 Year Bond Future (rot) von 1995 - 1998
Wir sehen hier, dass Aktien und Bonds von 1995 - 1998 in der Zeit, wo die Aktienmärkte in einem riesen Bullenmarkt waren, zusammen angestiegen sind. Also eine positive Korrelation.
So und jetzt schauen wir mal wie sich die Beziehung zwischen Aktien und Bonds in der Zukunft entwickeln wird und ob es effektiv zu einem Change von Inverse zu Positive kommt.
Zuletzt bearbeitet von einem Moderator: 07. Juni 2015
In den letzten Wochen haben wir immer wieder gesehen wie die Aktienmärkte negativ auf sinkende Bondpreise und umgekehrt positiv auf steigende Bondpreise regiert haben.
Diese "unübliche" Korrelation lässt sich insofern erklären, als dass wir uns momentan in einer Zeit befinden, wo sich die Aktienmärkte extrem vor steigenden Zinsen fürchten. Wieso sollte man jeden Piips von irgendeinem Fed Banker auf einen möglichen Hinweis zur zukünftigen Zinspolitik der Fed auseinandernehmen? Besser einfach auf den Markt schauen. Da widerspiegelt sich die Erwartung von zigtausend Marktteilnehmer.
Und wenn die Yields für US Treasuries massiv steigen (bzw. die Bondpreise sinken), dann ist das eben schon auch ein Indiz zu den zukünftigen Zinsen. Wobei man in Bezug auf die Zinserwartung eigentlich eher auf die schauen müsste.
Zuletzt bearbeitet von einem Moderator: 04. Juni 2015
Für die Rohstoffe nehme ich den
S&P GSCI . Läuft fast gleich wie der CRB Commodity Index, welcher auf dem Stockcharts-Tool verwendet wird. CRB ist leider auf TV nicht verfügbar.
S&P GSCI vs CRB
Zuletzt bearbeitet von einem Moderator: 07. Juni 2015
Die wichtigsten Beziehungen zwischen diesen Märkten sind:USD und Rohstoffe (INVERSE)
Hier der S&P GSCI Commodity Index (braun) im Vergleich zum USD Index (grün) von 2000 bis 2015:
- USD und Rohstoffe (INVERSE)
Hier der S&P GSCI Commodity Index (braun) im Vergleich zum USD Index (grün) von 2000 bis 2015:
Und hier noch die zwei mit dem Commodity Index inverted um die inverse Korrelation Rohstoffe und USD Index in der Zeit zwischen 2000 bis 2015 etwas besser zu veranschaulichen:
Zuletzt bearbeitet von einem Moderator: 07. Juni 2015
USD und Rohstoffe
in USD ist eher mit Vorsicht zu beachten finde ich...warum, Grossteil ist mathematisch herbeigeführt
USD und Rohstoffe
in USD ist eher mit Vorsicht zu beachten finde ich...warum, Grossteil ist mathematisch herbeigeführt
Das stimmt. Wobei der Effekt noch extremer wäre wenn man USD und Rohstoffe in einer anderen Währung (zB in EUR) miteinander vergleichen würde. Dann einfach umgekehrt, also positive Korrelation.
Die wichtigsten Beziehungen zwischen diesen Märkten sind:Aktien und Rohstoffe (POSITIVE)
S&P GSCI Commodity Index (braun) im Vergleich zum S&P 500 (blau) von 2000 bis 2015:
Positive Korrelation von 2000 - 2012. Ab 2012 ist die Korrelation zusammengebrochen. Aktien weiter rauf und Rohstoffe runter.
Übergeordnet sollten Rohstoffe in einen sekulären Bär fallen, falls Aktien in einen sekulären Bull kommen. Falls ich das noch richtig in Erinnerung habe (Buch und Charts grad nicht in Griffweite). Was meinst du dazu Marcello?
Übergeordnet sollten Rohstoffe in einen sekulären Bär fallen, falls Aktien in einen sekulären Bull kommen.
Durchaus möglich. Die Korrelation Rohstoffe - Aktien ist ja spätestens im 2014 schon mal defintiv auseinandergebrochen. Ich könnte mir ein Szenario, wo die Aktien noch extremer steigen und die Rohstoffe in einen secular Bearmarket übergehen sogar sehr gut vorstellen. Könnte ähnlich wie in der Zeit zwischen 1997 und 1999 aussehen, wo die Rohstoffe um die 70% verloren haben und die Aktien ebensoviel zugelegt haben.
Ich wage mal die Prognose, dass wir ein ähnliches Szenario bis 2020 sehen werden. (soll jetzt nicht heissen, dass ich aktuell und für 2015 bullish für Aktien bin). Da waren wir uns ja glaub auch mehr oder weniger einig, dass nun endlich mal eine richtige Korrektur kommen sollte. Oder zumindest wäre es für beide ein Wunschszenario um nochmals die Chance zu haben günstig einzusteigen für eben diesen secular Bull bei den Aktien ;-)
Zuletzt bearbeitet von einem Moderator: 13. Juni 2015
1980-2002 hast gemäss CRB verloren, danach gings steil und volatil (Bewertungstechnischer Spike im 08 wegen USD) nach Oben. Ich glaube Murphy spricht nur vom sekulären Trend in Gold vs Stocks der invers ist.
edit/off-topic: grad aufgefallen, wir sind nicht weit weg von einem ATL im xpt/xau
Zuletzt bearbeitet: 14. Juni 2015
Hier mal der ganze Salat auf einem Bildli über die letzten zwei Jahre.
S&P500 (blau) - Uptrend
USD Index DXY (grün) - Uptrend
US 10 Year Bond Future (rot) - Downtrend
S&P GSCI Commodity Index (braun) - Downtrend
Was sagt uns das?
USD (grün) und Stocks (blau)
Intermarket Daily 2008 - 2016
Intermarket Daily 1 Year
(Farben wie oben)
Als Ergänzung das historisches Dow-Gold Ratio bis heute. Ich will hier keine Gold-Diskussion anreissen, das Ratio ist jedoch immer noch hoch verglichen mit der Vergangenheit/langfristigen Trend. Ebenfalls eine grosse Diskreptanz zeigt sich innerhalb des Gold/Silver Ratio. Würde das Bild, wie von
@cello oben gepostet (SPX vs Commodity), sich noch weiter in dieser Weise bewegen, würde die Diskpretanz ja nur noch verschärfen.
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
Source:
http://www.macrotrends.net/1378/dow-to-gold-ratio-100-year-historical-chart
Aktien und USD rennen gemeinsam nach oben. Anleihen sind stark gesunken. Rohstoffe bereiten sich auf den Rebound vor.
verview:intermarket_analysis
