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Offline Jean Giraud  
#101 Posted : 14 July 2018 17:58:28(UTC)
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Originally Posted by: ola_nicolas Go to Quoted Post
I would be interested in doing some tests on this method. Unfortunately, I do not know how to do this.


have you tried this:
1. Close PC
2. Open PC
3. Open Smath ... do nothing
4. Menu bar => Options => Interface => Arguments separator => period, coma, semicolon
5. check OK
6. Close PC.
7. Open PC
8. Open Smath, Code by hand Ber7 Primer or try to open.

Coma.PNG

Offline ola_nicolas  
#102 Posted : 14 July 2018 23:29:16(UTC)
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Thanks Jean Giraud

It went without restarting the computer. I just restarted SMath after choosing the comma. However, a logical explanation should exist. I'm not saying that the algorithm depends on which separator is used. Will there be any bug or any algorithm problem in this case?!

Thanks Ber7 for the example cascade and for the effort to attach the pdf file as well.

Nicolas

Edited by user 14 July 2018 23:39:24(UTC)  | Reason: Not specified

Offline Jean Giraud  
#103 Posted : 15 July 2018 02:54:18(UTC)
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Originally Posted by: ola_nicolas Go to Quoted Post
It went without restarting the computer. I just restarted SMath after choosing the comma. However, a logical explanation should exist. I'm not saying that the algorithm depends on which separator is used. Will there be any bug or any algorithm problem in this case?!


This algorithm is from public domain, most probably coded for [,]
as this library may use [;] for other coding ... simplist, makes sense.
Thanks Nicolas for confirming the Doctor has saved the patient.

Jean
Offline ola_nicolas  
#104 Posted : 15 July 2018 07:58:41(UTC)
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Hello.

The doctor saves a patient suffering. It does not matter what the patient says, because the alternative is unfavorable to himself. If the patient makes the effort to confirm, this is primarily a service to science. Thank you Jean Giraud.

Nicolas

Edited by user 15 July 2018 11:25:32(UTC)  | Reason: Not specified

Online Ber7  
#105 Posted : 15 July 2018 13:26:40(UTC)
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Underdetermined nonlinear system of equations.Three equations with four unknowns.
Visualization of finding the roots

Visual.sm (17kb) downloaded 11 time(s).

Edited by user 15 July 2018 19:11:08(UTC)  | Reason: Not specified

Online Ber7  
#106 Posted : 15 July 2018 19:24:29(UTC)
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Underdetermined nonlinear system of equations.Five equations with six unknowns.


Underdetermined.sm (53kb) downloaded 6 time(s).
thanks 1 user thanked Ber7 for this useful post.
on 16/07/2018(UTC)
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