cone | Cone Programming Language | Natural Language Processing library

It is a known problem about compile multi-module program that contains TH code for profiling, see related sections in the documentation:

This causes difficulties if you have a multi-module program containing Template Haskell code and you need to compile it for profiling, because GHC cannot load the profiled object code and use it when executing the splices.

As a workaround, just put TemplateHaskell into the other-modules in your test.cabal,

According to the documentation on adding traces to subplots, the add_trace and append_trace methods only take accept plotly graph_objects. Therefore, your code block:

I wrote your code to a single syntax but you can adapt it to ui/server form. First, you don't have to write every single choice if this is available on the data. The selected argument in checkboxGroupInput can repeat the choices so that each one of them is selected on launch.

For the plot, you just have to add an extra filter for the Shape column. Since this can be a multiple selection, the %in% operator works for a vector of values.

The homography idea didn't work so this won't serve as an answer, but hopefully some of this is still helpful.

I basically targeted six keypoints and tried to rectify them. However, the homography didn't handle the cylindrical curve at the top and bottom.

The error is occurring because found_minimum is an int, but global_minimum is a Series. I think the tutorial you're referencing assumes that the data is loaded as a numpy array, but it is never explicitly stated.

So, z = data.to_numpy() solves one problem and reveals another which is that the tutorial dataset is 50x50 and your data is 25x25. It's tempting to just change the limits of the random starting point, but this doesn't end up working well. The dataset is just too small for this implementation of gradient descent to appropriately converge.

To get around this issue, I just altered your dataset to manufacture a 50x50 set:

before exact program: I am not sure it is the exact code you have written, this form looks incorrect indentation and 2 different radius variables. If this is the exact code then these are the error else It will be helpful if you post your exact code.

After the exact program: you have mentioned "Cone" in program but you are calling with "cone" in the terminal, indentation is still the issue here.

Thank You!

Use conic-gradient combined with mask:

You could figure out analytically the points in the arc (a portion of a circle, so y = +- (1-x^2)**0.5), add them to the polygon defined by the origin and extremities of red and yellow vectors, then use https://matplotlib.org/stable/api/_as_gen/matplotlib.pyplot.fill.html.

An example of filling a polygon is here: https://matplotlib.org/stable/gallery/lines_bars_and_markers/fill.html#sphx-glr-gallery-lines-bars-and-markers-fill-py

Try this: