No, I don't have an access to a real supercomputer. However, it looks that the curve represents a non-linear regression function, e.g. y = a[x + b] [x+b] + c. I was thinking if you had this function you could just plug in the parameters and obtain future y values (index prices). That said, as long as one already had this regression function built, there is no need for accessing a supercomputer."Working with several retired engineers from the long range interstellar flight guidance division and an incredibly large array of supercomputers, I was able to construct a top tier delimited Index curve for the S & P 500. Applying data going back over 86 years, and using fast fourier transfomations with multi regression analysis, the final output had a statistical coefficient that was nearly perfect at 0.96! The analysis included double cross-over feedback loops as originally used by Bradley and rapid back and forth induction logic as originally reported by Stanley in 2007. The results were tested against Fib extensions using flip flop iterations with perfect agreement. Further evaluations applying proprietary Silent wave analysis using some of the basic and early constructs from Hurst added additional validity and the agreement was spooky. Reciprocating OEX/IYB mirror divisions laid to rest any questions as to the validity of the construct. Finally we crosschecked the analysis using Bare-Bate's Semi-automatic Gann projections which added further confirmations especially when 1:3 Rodger echo techniques were constructed. Finally, since stockcharts doesn't allow for curvilinear annotations, I had to go into the code to apply Z modifications to allow applications of this sort to be used. This information and chart is highly classified but unfortunately due to a leak, further containment will fail. I'll post this information here as after tomorrow's price action, this chart will no doubt go viral."
A nice curved trendline, which is more objective than various straight trendlines that tend to be subjective depending on how the peaks or bottoms are chosen. BTW: would you mind to post here the function for this curve?
No problem Red but first, do you access to an incredibly large array of supercomputers?
Edited by redfoliage2, 09 January 2011 - 09:41 PM.