タイトル: 高次元データ爆イケ可視化!最適化指標で未来を掴む💖
超要約: データの見せ方、もっとカワイクしちゃお!最適化指標で、高次元データもバッチリ攻略~!
✨ ギャル的キラキラポイント ✨
● 高次元データ(難しいデータ)を、かわいく見せる魔法🪄 ● 最適化って聞くと難しそうだけど、実はめちゃくちゃ使えるテクニック!😎 ● 新しい指標で、データ分析がもっと楽しく、もっと捗るって最高じゃない?😍
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The projection pursuit (PP) guided tour optimizes a criterion function, known as the PP index, to gradually reveal projections of interest from high-dimensional data through animation. Optimization of some PP indexes can be non-trivial, if they are non-smooth functions, or when the optimum has a small "squint angle", detectable only from close proximity. Here, measures for calculating the smoothness and squintability properties of the PP index are defined. These are used to investigate the performance of a recently introduced swarm-based algorithm, Jellyfish Search Optimizer (JSO), for optimizing PP indexes. The performance of JSO in detecting the target pattern (pipe shape) is compared with existing optimizers in PP. Additionally, JSO's performance on detecting the sine-wave shape is evaluated using different PP indexes (hence different smoothness and squintability) across various data dimensions (d = 4, 6, 8, 10, 12) and JSO hyper-parameters. We observe empirically that higher squintability improves the success rate of the PP index optimization, while smoothness has no significant effect. The JSO algorithm has been implemented in the R package, `tourr`, and functions to calculate smoothness and squintability measures are implemented in the `ferrn` package.