On Thursday, March 14, 2024 at 10:35:50 AM UTC-4 dim...@gmail.com wrote:

It might help seeing your graphs here, too.


Try this:

https://sagecell.sagemath.org/?z=eJxL06jQVLBV0KiIM9I20DMwMDDU1EfiGBiAhXi5fICKojUq9IEiOgppEIampkJafpFChUJmnkJRYl56qoYuWBokFcvLlZNZXBJfkJNfouGjqYAVKCsklabb83IpIynVUajMzcyz1TXQMwUxEytsDfVMNYFK0_PzUwDaYipb&lang=sage&interacts=eJyLjgUAARUAuQ==

Notice the label 1e-6 + 1, the offset option for matplotlib.  I'm surprised 
that's showing up here for the first time, I don't recall that showing up 
before, but as we've noted at #34233 there were changes a while back in mpl 
that our code failed to keep up with.

One thing one could try, then, is to add, in addition to the 

rcParams['axes.formatter.use_mathtext'] = True

at #34233 is to see whether one of these (or whatever the right syntax is) 
might help:

rcParams['axes.formatter.use_offSet'] = False
rcParams["axes.formatter.offset_threshold"]
 

On Thu, Mar 14, 2024 at 10:04 AM David Joyner <wdjo...@gmail.com> wrote:

Hi:

I'm trying to show my students a plot of
a rational function whose graph is basically 1,
so I plotted 
f(x) = (x^2+0.0001)/(x^2+0.0001000001)
However, there is a problem: Note the difference between 
plot((x^2+0.0001)/(x^2+0.0001000001), (x,-10,10))
(which dips down near x=0) and
plot((x^2+0.0001)/(x^2+0.0001000001), (x,-10,10), ymin = -0.1, ymax = 1.5)
(which basically looks like a straight line).
Same problem for lists:

sage: L = [(x/100, f(x/100)) for x in range(-100, 100)] 
sage: list_plot(L)                      # bug?
sage: list_plot(L, ymin=-0.5, ymax=1.5) # good

This is using 'SageMath version 10.3.rc1, Release Date: 2024-02-29' on an 
ubuntu machine. Can anyone tell what is going on here? I'm happy to 
attached jpgs of the plots I get, if desired.

For comparison, it appears that Sympy plots this correctly.

- David Joyner


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