Leavitt convolution

Viewing 3 posts - 1 through 3 (of 3 total)
  • Author
    Posts
  • #113993 quote
    Jan
    Participant
    Veteran

    Is there a way in PRT to determine the slope and starting point from the standard PRT-Linear Regression function ?

    If so, it would be possible to determine the next point and make a line with a lag of -1 as suggested by the “Leavitt projection” (?)

    Any suggestions appreciated, Jan Wind

     

    • Leavitt projection
    Mathematicians call the process of finding the line linear regression. If you were an engineer, you would say this was a least
    square’s fit of a straight line to a set of N data points (Figure 1).
    Then the line is extrapolated one point. In contrast with moving
    averages, which signal their information sometime in the past,
    this extrapolation represents the value of the market in the next
    trading session. Unlike moving averages, which have positive
    lag, the Leavitt projection has a negative lag of -1.
    • Leavitt convolution
    The Leavitt convolution is the extrapolation of the square root
    of Leavitt projections. It is an extrapolation of extrapolations

    #132612 quote
    denmar
    Participant
    Veteran
    #132767 quote
    Nicolas
    Keymaster
    Master

    The same linear regression code as the one from the platform can be found here: Standard Deviation & Standard Error Linear Regression Channel

    denmar and Jan thanked this post
Viewing 3 posts - 1 through 3 (of 3 total)
  • You must be logged in to reply to this topic.

Leavitt convolution


ProBuilder: Indicators & Custom Tools

New Reply
Author
author-avatar
Jan @janwd Participant
Summary

This topic contains 2 replies,
has 3 voices, and was last updated by Nicolas
5 years, 8 months ago.

Topic Details
Forum: ProBuilder: Indicators & Custom Tools
Language: English
Started: 12/01/2019
Status: Active
Attachments: No files
Logo Logo
Loading...