Hyperbolic functions are mathematical tools that work similarly to the trigonometric functions you might know from geometry, but they apply to hyperbolas instead of circles. They're useful in engineering and physics for describing things like the shape of hanging cables and the behavior of certain physical systems.
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数学において、双曲線関数(そうきょくせんかんすう、英: hyperbolic function)とは、三角関数と類似の関数で、標準形の双曲線を媒介変数表示するときなどに現れる。
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Discovered by embedding cosine similarity (sentence-transformers MiniLM, 384-dim).
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