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“Fractal Dimension” as a book category brings together works that explain, measure, and apply the idea of non-integer dimension to describe complexity, roughness, and self-similarity in the world. It spans accessible introductions to fractal geometry and chaos, rigorous texts on Hausdorff, box-counting, and related dimensions, and practical guides to algorithms, visualization, and data analysis. Titles range from popular science and visually rich art/photography to research monographs and applied handbooks for fields like computer graphics, image processing, ecology, geology, medicine, finance, and urban studies. Readers will find both theory and practice—scaling laws, measurement techniques, and case studies of patterns in coastlines, clouds, blood vessels, turbulence, porous media, markets, and cities—alongside historical context from pioneers such as Mandelbrot. This category serves mathematicians, scientists, engineers, designers, and curious general readers seeking tools and insights for modeling and understanding complex forms.

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