@@ -15,7 +15,7 @@ paper. TikZ is a very versatile tool to draw in scientific documents
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and Sage can deal easily with 3-dimensional polytopes. Finally sagetex
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makes everything work together nicely between Sage, TikZ and
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LaTeX. Since version 6.3 of Sage, there is a function for (projection
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- of) polytopes to output a TikZ picture of the polytope. Since version 9.7 of
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+ of) polytopes to output a TikZ picture of the polytope. Since version 9.8 of
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SageMath, the tikz output can be a ``TikzPicture `` object from the sage module
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``sage.misc.latex_standalone ``. This short tutorial shows how it all works.
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@@ -61,7 +61,7 @@ You can customize the polytope using the following options in the command ``P.ti
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- ``opacity `` : real number (default: ``0.8 ``) between 0 and 1 giving the opacity of the front facets,
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- ``axis `` : Boolean (default: ``False ``) draw the axes at the origin or not.
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- ``output_type `` : string (default: ``None ``) ``None ``, ``'LatexExpr' `` or
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- ``'TikzPicture' ``, the type of the output. Since SageMath 9.7 , the value ``None `` is deprecated
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+ ``'TikzPicture' ``, the type of the output. Since SageMath 9.8 , the value ``None `` is deprecated
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as the default value will soon be changed from ``'LatexExpr' `` to ``'TikzPicture' ``.
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Examples
@@ -90,7 +90,7 @@ When you found a good angle, follow the above procedure to obtain the values
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.. end of output
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- Note: the ``output_type='TikzPicture' `` is necessary since SagMath 9.7 to avoid
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+ Note: the ``output_type='TikzPicture' `` is necessary since SagMath 9.8 to avoid
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a deprecation warning message since the default output type will soon change
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from a ``LatexExpr `` (Python str) to a ``TikzPicture `` object (allowing more
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versatility, like being able to view it directly in the Jupyter notebook).
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