Contains the Collected Works of Ludwig Otto Hesse (1811-1874), who was known for introducing the Hessian determinant in 1842.
Features Farey series, quadratic residues and higher congruences, recurrent number theory, an 'extended clear account' of partitions, Liouville's researches, and Fermat's theorem. This text is presented in German.
Contains Hilbert's papers on Number Theory, including his long paper on Algebraic Numbers.
Describes properties of determinants of matrices, including special families of matrices, such as symmetric or orthogonal matrices. This book covers the applications to linear and quadratic forms. It features a chapter on elementary divisor theory.
Collects papers of an important mathematician whose work is in minimal surfaces and conformal mapping (the Schwarz inequality and the Schwarz-Christoffel mapping of a linear polygon) that is presented in German.