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# LegendreZeros | ||
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This repository contains MATLAB-code for a numerical scheme developed to compute the $k$-zeros of the special case of the associated Legendre function $P_{-1/2 + ik}^m(x)$, | ||
with $k$ real, $m$ integral and $x$ real exceeding one (aka. the Mehler or conical function). | ||
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This work has been made as part of a research project at the Aalto University [Department of Mathematics and Systems Analysis](https://math.aalto.fi/en/) and | ||
my B.Sc. Thesis "Legendren liittofunktion nollakohdat", translating to "Zeros of the associated Legendre function". | ||
* NOTE: Link to the B.Sc. Thesis will be added later. | ||
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The method uses only MATLAB files, but the open source MATLAB package Chebfun is required for proper use of the code, | ||
ie. the package needs to be installed and added to the MATLAB PATH. Chebfun is available for free [here](https://www.chebfun.org/) | ||
and the documentation can be found [here](https://www.chebfun.org/docs/). | ||
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