Yeah, but I have monthly data for CSI and - so using yearly inflation time series is going to be a so-so bad hack (it's not that I have any conceptual difficulty with it). The BLS (who actually produce the CPI) has monthly CPI indices for recently, but not over this range of time (at least not that I could find). I looked around for half an hour, couldn't find a long monthly series, and decided it didn't matter enough to stay up even later doing it - correlations if they exist are going to be at reasonably short range anyway, and there the inflation doesn't matter. There is no way inflation is going to make this r^2 any better. If you want to be less lazy than me and send me an Excel of a long monthly CPI deflator, by my guest. I'll replot the picture :-)
alright, I think I'm getting what you are saying. you really want monthly versus yearly. I missed that at first.

Is there anyway you can convert the Consumer confidence to yearly, or a 12-month moving average?

What about comparing percentage change rather than overlapping price and CCI numbers?

Maybe I'm the lazy one. But laziness cannot be an excuse, so I've got to find another excuse. Hahaha.

I really like the idea you've got here on this correlation, I'm just trying to think of an accurate way to measure it.

Sorry, yeah I know you did a percentage change month-to-month. I mean more of a long-term, 6-month moving average type comparison. I'm big on that. Short-term is very problematic in my view. Most people couldn't tell you what they paid for gas yesterday. And if you remember, you are confusing yourself with most people.
The particular correlation I measured is between the percentage CSI change from one month to the next, and the percentage gas price change from one month to the next. Those price swings are generally much larger than inflation from one month to the next any time recently (which is going to be much less than 1%), and therefore there is negligible error in my correlation measurement. The only thing that is not quite right is the visual impression of the gas line in the first graph. On the other hand, if I put in a CPI deflator, all the folks who believe the CPI is an evil conspiracy to hide the true level of inflation could pop up and argue it was way off anyway (the pre-Clinton CPI differs from the current one by several percentage points a year, apparently, which is going to compound to pretty big factors of difference over a few decades).
Inflation shouldn't compound. It only appears in the month or year it occured.

The Pre-Clinton CPI numbers are bigger because inflation was much bigger(Pre-Greenspan).

If inflation was 12%(I'm guessing) in 1978 versus %1.5-%3.0 in the 1990's, that 12 percent is not going to compound.

For the sake of argument,let's say inflation was 12% in 1978 and 1% every year after that. Well 1978 dollars would be converted to 1979 dollars(in 1979) by mutiplying them by 1.12. End of story.They are now 1979 dollars.

In 1980 we would be converting 1979 dollars to 1980 dollars by multiplying them by 1.01. The 12% is history.
If we revise that 12% to 15% later we only have to go back to the one calculation in 1979 to make the change. There is no compounding.

I ammend myself. You are correct,corrected inflation does compound - only not in the way that true compounding implies. It is heavily diluted over time.

For instance, if we start with a dollar in 1970, and call inflation 5% in 1970, and 2.5% every year afterwards, we get $1.31 in 1980.

If we go back and correct inflation by a huge 5% in 1970 to 10%(highly unlikely, worst case scenario), we get $1.37 in 1980. 6 cent difference. But 5 cents of that occurs in first year, the other cent takes 9 years to accumulate due to this compounding.

Assuming corrections happen in both directions, cancelling each other out over time, would it be reasonable to assume that that "ballpark" is again the key to dealing with inflation?

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oilprod2005
Stuart,

Thank you. I like very much the level of detail, effort and intelligence that you always put in your articles.

As I've said somewhere else before, what would happen if we charted oil prices in Euros instead of US dollars?

I know that oil prices are high in Euros too, but, have you considered that the US dollar is not as strong as a few years ago?

For instance, other commodities (grains, gold, silver, etc) are expensive, too.

As a local analyst said to me: "The only cheap thing is the US Dollar".

Fernando

Stuart, I think you are right to take the side of the null hypothesis (gasoline prices not explaining changes in consumer confidence). The key, however is to understand what consumer confidence is about? Is it just a feeling, or do consumers act on it? What is the correlation between consumer confidence and consumer spending, which I think is your real target?

Alan Greenspan, who is a deep student of economic indicators (no matter what your view is of his policy setting record) has little regard for consumer confidence, because he believes that consumers simply spend all they have, at least until you get to the upper income brackets. Therefore personal income is a better predictor of spending behavior. So far, the way we see consumers going mad for the Black Friday Christmas deals almost regardless of the economic outlook, would seem to prove him right. Most Americans seem to spend like crazy as long as they have a job.

Just as a side note: I happened to have spent last weekend in Detroit. The Detroit Free Press carried lots of coverage about Black Friday consumer madness, noted approvingly (at least it seemed to me) when it discussed families who had figured out how to scramble for the latest and greatest gadgets on their list. Just after GM announced the closure of 17 auto plants, which is not exactly good for Detroiters. Is this a sign of addiction, or what?