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#1 2022-12-30 12:43:29

imcute
Member
Registered: 2022-09-28
Posts: 176

Werid linear error term on self made ln function

https://replit.com/@imcute-aaaa/Numbers#main.py(it doesn't seem to error now cuz i added that error term)
my ln results are all less than (if i should get result x,then it will be less 0.00000000076956675x)
or you can say that all my results are multiplied by 0.99999999923043323392556634123536
but why???(It's not a precision problem!i used my complex rational class which has infinite precision and the error term does not relate to the prec parameter other than going wrong under prec<10 and its not <10)

Last edited by imcute (2022-12-30 12:44:24)

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#2 2022-12-30 14:37:28

Jai Ganesh
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Registered: 2005-06-28
Posts: 45,492

Re: Werid linear error term on self made ln function

Avoid external links like this: https://replit.com


It appears to me that if one wants to make progress in mathematics, one should study the masters and not the pupils. - Niels Henrik Abel.

Nothing is better than reading and gaining more and more knowledge - Stephen William Hawking.

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#3 2022-12-30 22:04:13

imcute
Member
Registered: 2022-09-28
Posts: 176

Re: Werid linear error term on self made ln function

sad
My code is in that link

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#4 2022-12-30 22:48:17

Bob
Administrator
Registered: 2010-06-20
Posts: 9,903

Re: Werid linear error term on self made ln function

Hi imcute

I have added url /url code to your link address to make it easier to jump to.

That's a lot of code to analyse.  Please help by explaining what the ode is for; and the algorithm you are attempting to code.

Thanks,

Bob

Ps replit is safe.


Children are not defined by school ...........The Fonz
You cannot teach a man anything;  you can only help him find it within himself..........Galileo Galilei
Sometimes I deliberately make mistakes, just to test you!  …………….Bob smile

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#5 2022-12-31 11:19:38

imcute
Member
Registered: 2022-09-28
Posts: 176

Re: Werid linear error term on self made ln function

The relavent code are the log function in the num class
The other functions are fine.

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#6 2023-01-02 02:10:38

Bob
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Registered: 2010-06-20
Posts: 9,903

Re: Werid linear error term on self made ln function

hi imcute

I'm flattered that you think I (or anyone else) could make sense of this as posted.  I think the following is the minimum you need to back up your code:

(1) What you are trying to code in words.

(2) The algorithm(s) you are using (or a flow diagram, for example).

(3) Some comment lines to make it clear what each section of code does.

(4) The language you are coding in.

(5) A list of the variables, stating whether each is an integer, decimal, string etc.

(6) A clear statement of what output you were expecting and the output you are getting.

Probably more but that will do for starters.

If I was your teacher, I'd know what the exercise was and I'd be able to question you about what you have submitted. But 119 lines of code without any of the above more or less means, just spend a week trying to figure out what this is and correct it. Eeekkk! dizzy

Bob


Children are not defined by school ...........The Fonz
You cannot teach a man anything;  you can only help him find it within himself..........Galileo Galilei
Sometimes I deliberately make mistakes, just to test you!  …………….Bob smile

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#7 2023-01-06 18:25:31

imcute
Member
Registered: 2022-09-28
Posts: 176

Re: Werid linear error term on self made ln function

Bob wrote:

(1) What you are trying to code in words.Ln function on complex rationals

(2) The algorithm(s) you are using (or a flow diagram, for example).Second grade division method
How much times does 3 go into 12?
12-3=9
9-3=6
6-3=3
3-3=0(0 is less than 3)
4 times
How much "exponents" does 3 go into 81?
81/3=27
27/3=9
9/3=3
3/3=1(1 is less than 3)
4 times
(3) Some comment lines to make it clear what each section of code does.dk how to do that,im not a good commenter

(4) The language you are coding in.python

(5) A list of the variables, stating whether each is an integer, decimal, string etc.python is dynamicly typed

(6) A clear statement of what output you were expecting and the output you are getting.
>>>ln(e^2)#==2
1.9999999andsomeotherjunk
>>>ln(e^3)#==3
2.9999999andonepointfivetimesthatjunk
>>>(3-ln(e^3)/(2-ln(e^2))#atleast not just on the spot 1.5 right?errors are random
1.5
Bob

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