You give df/dwdb = 0 to solve for w and for b.

But this gives only one equation and two are needed.

 

From: sympy@googlegroups.com <sympy@googlegroups.com> On Behalf Of 
stephen.j.learmo...@gmail.com
Sent: Sunday, June 29, 2025 12:11 PM
To: sympy@googlegroups.com
Subject: Re: [sympy] How can I solve this complex math equation using SymPy?

 

If you can solve for $m = 3$ to start with that would be great.

 

 

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On 29 Jun 2025, at 11:02, stephen.j.learmo...@gmail.com 
<mailto:stephen.j.learmo...@gmail.com>  wrote:

Yes, it is non-linear

 

Closed-form or numerical.

 

Thanks.

 

Sent from my iPhone.





On 29 Jun 2025, at 10:47, Peter Stahlecker <peter.stahlec...@gmail.com 
<mailto:peter.stahlec...@gmail.com> > wrote:



At first glance this looks nonlinear in w and in b.

Do you think there exists a closed form solution, or are you looking for a 
numerical solution given the x(i), y(i)?


 

 

On Sun 29. Jun 2025 at 11:33, Stephen Learmonth <stephen.j.learmo...@gmail.com 
<mailto:stephen.j.learmo...@gmail.com> > wrote:

 

<Screenshot 2025-06-29 at 10.31.04.png>

 

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