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by Amin
Yesterday, 7:47 am
Forum: Technical Forum
Topic: Breakthrough in the theory of stochastic differential equations and their simulation
Replies: 1756
Views: 268617

Re: Breakthrough in the theory of stochastic differential equations and their simulation

Friends, I hate to say this again and again but I would really like to tell people that bad people in American army are more determined than ever about my persecution. If they tell friends anything like that they are decreasing my mind control, they are brazenly lying and deceiving good people. They...
by Amin
March 22nd, 2023, 10:53 am
Forum: Technical Forum
Topic: Breakthrough in the theory of stochastic differential equations and their simulation
Replies: 1756
Views: 268617

Re: Breakthrough in the theory of stochastic differential equations and their simulation

Friends, since I have already worked on similar ideas related to Z-series and Hermite polynomials representation of data and I am reasonably familiar with most concepts involved, I have decided to write similar programs for U-series and Legendre polynomials including Legendre and U-series representa...
by Amin
March 22nd, 2023, 3:09 am
Forum: Technical Forum
Topic: Breakthrough in the theory of stochastic differential equations and their simulation
Replies: 1756
Views: 268617

Re: Breakthrough in the theory of stochastic differential equations and their simulation

Friends, my mind control continues unabated. On almost every day, mind control agents try to not let me have a deep sleep. The extent of this torture varies with my need for sleep. When I sleep late and need a good sleep to be fresh in the next day, they are very aggressive in not letting me have a ...
by Amin
March 21st, 2023, 6:48 pm
Forum: Technical Forum
Topic: Breakthrough in the theory of stochastic differential equations and their simulation
Replies: 1756
Views: 268617

Re: Breakthrough in the theory of stochastic differential equations and their simulation

Just like we had with Z-series, where we calculated functions of a Z-series variable by Taylor series around median, in case of U-Series, we could find functions of a U-series variable by Taylor series around median. Variances of U-series variables could be added after conversion into Legendre polyn...
by Amin
March 21st, 2023, 6:21 pm
Forum: Technical Forum
Topic: Breakthrough in the theory of stochastic differential equations and their simulation
Replies: 1756
Views: 268617

Re: Breakthrough in the theory of stochastic differential equations and their simulation

Friends, as a second thought, any Taylor expansion of data with unknown functional form should be with respect to uniform measure. In a way this should be equivalent to an expansion for data in terms of standard uniform variable U with range -1 to +1. Just like we had a Z-series when we were finding...
by Amin
March 21st, 2023, 1:30 pm
Forum: Technical Forum
Topic: Breakthrough in the theory of stochastic differential equations and their simulation
Replies: 1756
Views: 268617

Re: Breakthrough in the theory of stochastic differential equations and their simulation

Friends, I want to write this post to protest since crooks of Pentagon stop good people both of US and other countries to reach out to me. They immediately approach people who contact me and ask them to stop communicating with me. For the context of people who just joined this thread, I will explain...
by Amin
March 20th, 2023, 7:49 pm
Forum: Technical Forum
Topic: Breakthrough in the theory of stochastic differential equations and their simulation
Replies: 1756
Views: 268617

Re: Breakthrough in the theory of stochastic differential equations and their simulation

Friends, I continued to think about yesterday's ideas and seem to possibly have more insight about using Taylor series for orthogonal regressions. But still this is non-tested theory and I might be totally off and therefore I want to request friends to pardon any possible mistakes in my exposition....
by Amin
March 19th, 2023, 5:34 pm
Forum: Technical Forum
Topic: Breakthrough in the theory of stochastic differential equations and their simulation
Replies: 1756
Views: 268617

Re: Breakthrough in the theory of stochastic differential equations and their simulation

Friends, I bought a used laptop from the computer market of Hafeez Center in Lahore. I installed different programs in it yesterday. And started working just a little bit ago today. I have started playing with the idea of regressions in a Taylor independent basis setting. I hope to come back with so...
by Amin
March 17th, 2023, 7:54 am
Forum: Technical Forum
Topic: Breakthrough in the theory of stochastic differential equations and their simulation
Replies: 1756
Views: 268617

Re: Breakthrough in the theory of stochastic differential equations and their simulation

I am seriously afraid that mind control agencies will force the repair shop to create more problems in my laptop so I would not be able to work steadily even after it. These crooks are desperate to create any obstacles in my research they can. Please protest to mind control crooks to not create prob...
by Amin
March 17th, 2023, 7:25 am
Forum: Technical Forum
Topic: Breakthrough in the theory of stochastic differential equations and their simulation
Replies: 1756
Views: 268617

Re: Breakthrough in the theory of stochastic differential equations and their simulation

Friends, laptop repair shop have told me that it seems difficult to get my laptop to work but they would be sure by 5:00 PM today. It seems that they gave me this time since banks would be closed on weekend. I will go to bank to withdraw cash in case I have to buy a new motherboard for my laptop tom...
by Amin
March 16th, 2023, 6:37 pm
Forum: Technical Forum
Topic: Breakthrough in the theory of stochastic differential equations and their simulation
Replies: 1756
Views: 268617

Re: Breakthrough in the theory of stochastic differential equations and their simulation

Friends, I could not get my computer even today. Computer repair shop seems evasive about when they could fix my laptop. I am worried that mind control agencies have asked the repair people to delay as much as possible and later tell me that my computer could not be repaired. I continued to brainsto...
by Amin
March 16th, 2023, 3:53 am
Forum: Technical Forum
Topic: Breakthrough in the theory of stochastic differential equations and their simulation
Replies: 1756
Views: 268617

Re: Breakthrough in the theory of stochastic differential equations and their simulation

friends, so sorry that I do not have my laptop on me and I cannot run my experiments. First things I want to see are how some regressions go. It is quite obvious that we could Taylor regress polynomial functions of same order. what I really want to see using my laptop is how it goes with regressions...
by Amin
March 15th, 2023, 4:25 pm
Forum: Technical Forum
Topic: Breakthrough in the theory of stochastic differential equations and their simulation
Replies: 1756
Views: 268617

Re: Breakthrough in the theory of stochastic differential equations and their simulation

I have left my laptop at a repair shop. They tried to fiind the problem with the laptop over the day. Repair guy says that possibly the problem is with the processor. He will first try to replace IT chip of processor and see if the laptop works. But he said that he was reasonably confident that he c...
by Amin
March 15th, 2023, 5:11 am
Forum: Technical Forum
Topic: Breakthrough in the theory of stochastic differential equations and their simulation
Replies: 1756
Views: 268617

Re: Breakthrough in the theory of stochastic differential equations and their simulation

Friends, my hp pavilion laptop has some problem. small light on start button, blinks but laptop does not start. I am trying to get it fixed but it can cause delay in my mat lab programs.
by Amin
March 14th, 2023, 2:41 pm
Forum: Technical Forum
Topic: Breakthrough in the theory of stochastic differential equations and their simulation
Replies: 1756
Views: 268617

Re: Breakthrough in the theory of stochastic differential equations and their simulation

Friends, I continued to think about yesterday's ideas and seem to possibly have more insight about using Taylor series for orthogonal regressions. But still this is non-tested theory and I might be totally off and therefore I want to request friends to pardon any possible mistakes in my exposition. ...