Geometry

Cambridge University Press (9780521269230)
OUP Oxford (9780198814313)
McGraw-Hill Education (9780070379855)
Cambridge University Press (9781108746113)
Explore the world of computational geometry with "Computational Geometry: Algorithms and Applications" by Mark de Berg, M. van Kreveld, M. Overmars, Otfried Cheong.
Springer (9783540643241) | Spaces of Non-Positive
Springer (9781441979391)
Wiley (9781119942399) | Fractal Geometry
Cambridge University Press (9781107017085) | Algebraic geometry
Belknap Press (9780674284388) | Measurement by Paul Lockhart, Measurement by Lockhart, Paul Lockhart
Cambridge University Press (9780521890496) | Algebra and Geometry
Cambridge University Press (9780521613255)
Springer (9780387902449) | Graduate Texts
OUP Oxford (9780199675982)
Oxford University Press, USA (9780199609314) | Piero della Francesca, Artist and Man
Springer (9781441960528)
Chapman and Hall/CRC (9781138061217)
OUP Oxford (9780198832683) - First edition
DK (9780241350362) - Book language: English | Big Ideas Simply Explained, Big Ideas, DK Book, Maths book
Floris Books (9780863158063 / Illustrated) - Height: 239 mm - Spine width: 30 mm - Width: 209 mm - Floris Books - ISBN: 9780863158063 - Number of pages: 448 - Languages: English - Weight: 1496 g | Focuses on flowers
(9783662572641 / VIII, 326 p.)
(9781107602601 / 33765491) | Review Review of previous
Explore smooth manifolds, Morse theory, and exotic spheres through Milnor’s concise yet profound narrative, blending rigorous proofs with intuitive geometric insight for advanced students and researchers.
(9783319723259 / 30626657) - Country of publication: SWITZERLAND - Dimensions: (H) 233mm, (W) 157mm, (D) 17mm - Edition: 1st ed. 2018 - Springer International Publishing AG - In Print - ISBN: 9783319723259 | Concrete examples
(9780199563081) - Edition: 2nd Edition - Height: 231 mm - Spine width: 12 mm - Width: 156 mm - Oxford University Press - OUP Oxford - ISBN: 9780199563081 - Number of pages: 224 - Languages: English - Weight: 352 g
Explore foundational shapes through clear diagrams and practical exercises, guiding artists, designers, and architects to master perspective, proportion, and spatial reasoning in a concise, engaging format.
Explore how ancient geometry evolved into modern space concepts, tracing Euclid’s axioms to hyperbolic realms and quantum ideas in a clear, engaging narrative that connects math with everyday wonder.

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