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"Geometric Transformations" as a book category covers works that center on the movement, mapping, and symmetry of shapes and spaces—both as a mathematical subject and as a practical or aesthetic tool. It includes textbooks and problem collections explaining translations, rotations, reflections, dilations, affine and projective maps, conformal and Möbius transformations, inversion and symmetry groups; applied treatments for computer graphics, CAD, robotics, computer vision and image processing; design and architectural studies that use transformation principles; and popular/visual books that explore patterns, tessellations, origami and artistic effects. Titles in this genre range from elementary classroom resources and tutoring guides to advanced monographs and research texts, as well as interdisciplinary works that connect mathematical theory with visual art, engineering, and digital media. The common thread is an emphasis on how geometric operations change form, preserve or alter properties, and produce structure and insight across theoretical, practical and creative contexts.

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