A Treatise on Universal Algebra: With Applications, 1. sējums

a₁ algebra algebraic manifold angle anti-spatial assumed Ausdehnungslehre b₁ b₂ c₁ calculus called co-ordinate coefficients complete region condition conjugate contains corresponding cosh d₁ d₂ defined definition denote director line discriminants dual group e₁ Elliptic Geometry Elliptic Space equivalent existential expression formula Geometry given Hence Hyperbolic Space independent intersection latent points latent region latent roots latent systems locus matrix multiplication null line p-1 dimensions p₁ perpendicular planar element plane polar positional manifold properties proposition quadric quadric surface Quaternions reciprocal reference elements represent respect resultant S₁ S₂ self-normal semi-latent region Similarly sinh solution spatial straight line subregion subsection synthesis tetrahedron theorem things transformation triangle triple group unit intensity Universal Algebra unknowns vector vector area written X₁ y₁ zero α₁ α₂ γ γ