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This "generalized quantity" (scalar product) cannot be a correlation coefficient. It has no right. Learn the math.
Learn the basics yourself, look in a textbook or at least in Pedivikah, for once! You demonstrate your own illiteracy and discourage discussion.
Especially for you, the Spearman correlation coefficient (which is the most common) is the normalized scalar product of two series.
Deflation means that the domestic producers of most goods are unable to sell them due to lower demand and are forced to reduce prices, forcing the central bank to reduce the money supply (this can be done in various ways - by selling securities, by increasing the amount of mandatory reserves, etc.).
What nonsense you are saying, colleague. Wake up. Deflation means a HUNDRED in the value of a monetary unit. Inflation means a reduction in the COST of a unit of money. That's it. Then the dance begins of Rise or Decrease in relation to WHAT? What is the benchmark? If you take the "benchmark" of the skyrocketing price of paper rubbish from another central bank, you can even find deflation at 10% per year. If you take the price of electricity as a yardstick, the monetary unit has depreciated by 20% in one year. I prefer to look at the price of money in relation to real things" rather than in relation to the same paper.
How about a closer look? Linear regression to the rescue. No one is saying that this effect is large. It is that this divergence is a small correction to the co-movement of the same. But it is what determines EVERYTHING. And the very fact that the correlations in pairs are VERY close to 1, but not 1, entitles this divergence to exist. There is a limit when approaching 1, an attempt to go even higher would destroy the relationships with the known (realised in kind on metatrader screens) relationships.
Generate ED and DY using random walk and add EY=ED*DY. Then find E,D,Y in the same way so that KK->1. What will they now display as a pattern of SB?
Congratulations to you. You've got it. This is what I am going to do by subtracting from the INDIVIDUAL forms of E, D, Y the MEDIUM FORM, and thus finding the DIFFERENCES, which are the only ones that form the forms of RELATIONSHIPS ED, EY, DY in particular.
What nonsense you are saying, colleague. Wake up. Deflation is the Rise in the value of a unit of currency. Inflation means a reduction in the WAVING of a unit of currency. That's it. Then the dance begins of Rise or Decrease in relation to WHAT? What is the benchmark? If you take the "benchmark" of the skyrocketing price of paper rubbish from another central bank, you can even find deflation at 10% per year. If you take the price of electricity as a yardstick, the monetary unit has depreciated by 20% in one year. I prefer to look at the price of money in relation to the real thing" and not in relation to the same paper.
Inflation/deflation is calculated in relation to a group of goods and services. Japan has a very long history of deflation
What nonsense you are saying, colleague. Wake up. Deflation is the Rise in the value of a unit of currency. Inflation means a reduction in the WAVING of a unit of currency. That's it.
Learn the basics yourself, look in a textbook or at least in Pedivikah, for once! You demonstrate your own illiteracy and discourage discussion.
Colleague, I gave you an example. Sine and cosine. Correlation is zero. No orthogonality. What else do you need?
Inflation/deflation is calculated everywhere relative to a group of goods and services. Japan has a very persistent deflation
Deflation, you say? Tales for idiots about stickiness and deliciousness, nothing more. And the bottom line is a decline in the price of the yen relative to material niceties.
Regular" gasoline - the cheapest and most common in Japan - is an approximate analogue of Russian 92 gasoline, the average price of which reached 152.60 yen per litre / $1.8 at current exchange rates/, having risen by 3.40 yen over the week. Premium gasoline, of which 98 is the Russian equivalent, now costs around 170 yen per litre /$2/.
Prices for everything are going up, and the fools are deflating.
Colleague, I gave you an example. Sine and cosine. Correlation is zero. No orthogonality. What else do you need?
Shit, sine and cosine are orthogonal functions, even schoolchildren know that.!!!!11