03339cam a22003493u 4500 77725 UtSlPG 20260610134812.0 m cr n 260607r20261908utu|||||o|||||||||||||| d UtSlPG en iso639-1 Q Helmholtz, Hermann von, 1821-1894 Popular lectures on scientific subjects Salt Lake City, UT : Project Gutenberg, 2026 1 online resource : multiple file formats text txt rdacontent computer c rdamedia online resource cr rdacarrier Release date is 2026-01-17 Gustav Magnus: In memoriam -- On the origin and significance of geometrical axioms -- On the relation of optics to painting: Form. Shade. Colour. Harmony of colour -- On the origin of the planetary system -- On thought in medicine -- On academic freedom in German universities -- Hermann von Helmholtz: an autobiographical sketch. The Online Distributed Proofreading Team at https://www.pgdp.net (This file was produced from images generously made available by The Internet Archive) "Popular lectures on scientific subjects" by Hermann von Helmholtz is a collection of scientific lectures written in the late 19th century. It offers rigorous yet accessible explorations of physics, mathematics, physiology, and the culture of universities, culminating in a reflective autobiographical sketch. Expect lucid talks on topics such as non-Euclidean geometry, optics and painting, the origin of the planetary system, medical thought, and academic freedom. The beginning of the volume presents transcriber and bibliographical notes, then a translator’s preface clarifying permissions and revisions (notably to the essay on academic freedom) and affirming fidelity to the originals. It opens with an In Memoriam lecture for Gustav Magnus, portraying his life, character, laboratory culture, and exemplary empirical method, highlighting contributions to gas expansion, vapor tension, blood gases, the Magnus effect, jets, and thermo-electricity, and his role in fostering physical laboratories and mentoring students. Next comes a substantial lecture on the origin and status of geometrical axioms: it contrasts Euclid’s method with analytical geometry, examines Kant’s claims, and develops non-Euclidean possibilities via surfaces (plane, spherical, pseudospherical), Riemann’s curvature, and Beltrami’s models, arguing that geometric axioms gain empirical content only when joined to mechanics; an appendix supplies the formulas. It then begins a lecture on the relation of optics to painting, where the author, speaking as a physiologist of the senses, frames painting as managed visual illusion, links artistic practice to perceptual laws, and introduces a section on form while stressing he offers analysis, not prescriptive rules. (This is an automatically generated summary.) Originally published: London: Longmans, Green, and Co., 1908 Science Universities and colleges -- Germany Atkinson, E. (Edmund), 1831-1900 https://archive.org/details/popularlectureso00helmrich/ https://www.gutenberg.org/ebooks/77725 118445 118445