English: A commutative diagram demonstrating the homotopy lifting property in a way coherent with the exposition in the article on the homotopy lifting property.
Made via LaTeX, using the tikz & tikz-cd packages, as well as the standalone document class.
Compiled using pdflatex. Converted from PDF to SVG using dvisvgm as in dvisvgm --pdf --no-fonts homotopy_lifting_property_bulleted.pdf. Cropped using Inkscape.
LaTeX source:
\documentclass[tikz]{standalone}\usepackage{tikz-cd}\begin{document}\begin{tikzpicture}[baseline= (a).base]
\node[scale=9] (a) at (0,0)
{\begin{tikzcd}
Y \arrow[r, "\tilde{f}_0"]\arrow[d, hook, "\iota_0"]& E \arrow[d, "\pi"]\\
Y\times I \arrow[r, "f_\bullet"]\arrow[ur, dashed, "\tilde{f}_\bullet"]& B
\end{tikzcd}};
\end{tikzpicture}\end{document}
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http://creativecommons.org/publicdomain/zero/1.0/deed.enCC0Creative Commons Zero, Public Domain Dedicationfalsefalse
Captions
The homotopy lifting property represented by a commutative diagram.