Alicia Boole Stott

British mathematician (1860–1940), a pioneer of four-dimensional geometry who coined the term "polytope" for a convex solid in four or more dimensions and constructed the cross-sections of the six regular 4-polytopes largely by intuition.

The third daughter of logician George Boole, Alicia Boole Stott grasped higher-dimensional space from an early age with almost no formal mathematical training. Working from Euclid and physical intuition, she determined the three-dimensional cross-sections of the six regular four-dimensional polytopes and built exquisite cardboard models of them — results later confirmed by professional mathematicians. The University of Groningen awarded her an honorary doctorate for this work.

Her collaboration with H. S. M. Coxeter in her later years connected her intuitive methods to the modern study of regular polytopes.

Role in Fuller's orbit

Boole Stott stands in the mathematical lineage — polyhedra, symmetry, and higher-dimensional form — that underwrites Fuller's synergetic geometry and his lifelong preoccupation with "4-D." She is not a collaborator but an ancestor of the geometric tradition Fuller drew on, the same tradition documented in the corpus's polytope and Coxeter materials.

See Also

• Regular Polytopes (Regular Polytopes) — Coxeter's treatise on the higher-dimensional figures she pioneered and named
• The Man Who Saved Geometry (The Man Who Saved Geometry) — biography of Coxeter, her collaborator, in the same polytope tradition
• Charles Howard Hinton (Charles Howard Hinton) — contemporary popularizer of the fourth dimension
• H. S. M. Coxeter (H. S. M. Coxeter) — geometer who built on her polytope work

Sources

• Alicia Boole Stott (source reference) — Zotero People collection (Wikipedia entry)