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$e^a$ to be wider, respecting the ratio when zooming.
Steps to reproduce
* Benefits of z-Transform
- Analysis of LTI systems
- Solving difference equations
- Determining system stability
- Finding frequency response of stable systems
* $e^a$ Eigen-functions of LTI Systems
$e^a$ $e^{j\\omega n}$ are eigen-functions, so are $x[n] = z^n = r^n e^{j\\omega n}$.
Potentially conflicting plugins
None
Other information
None
Help
Yes, but I don't know how to start. I would need guidance (check question below)
Implementation help
Tell me where should I start.
The text was updated successfully, but these errors were encountered:
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May 28, 2024
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Latex is rendered too narrow on some formula
Some latex formula is rendered to narrow
May 28, 2024
glyh
changed the title
Some latex formula is rendered to narrow
Some latex formula is rendered too narrow
May 28, 2024
Prerequisites
Neovim Version
NVIM v0.10.0 Build type: Release LuaJIT 2.1.1716656478
Neorg setup
Actual behavior
Expected behavior
Steps to reproduce
Potentially conflicting plugins
None
Other information
None
Help
Yes, but I don't know how to start. I would need guidance (check question below)
Implementation help
Tell me where should I start.
The text was updated successfully, but these errors were encountered: