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Dive into the research topics where Erhard Scholz is active.

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Featured researches published by Erhard Scholz.


The Mathematical Gazette | 2001

Hermann Weyl's Raum - Zeit - Materie and a General Introduction to His Scientific Work

Erhard Scholz

I Historical Aspects of Weyls Raum - Zeit - Materie.- 1 Journeys in spacetime Sigurdsson.- 2 Weyls Infinitesimalgeometrie, 1917-1925 (Erhard Scholz).- 3 Weyls contributions to cosmology (Hubert Goenner).- 4 Ursprunge der Eichtheorien (Norbert Straumann).- II Hermann Weyl: Mathematician, Physicist, Philosopher (Robert Coleman and Herbert Korta.- 1 Introduction.- 2 The young analyst.- 3 Riemann surfaces.- 4 Spacetime.- 5 Group theory and its applications.- 6 Foundations of mathematics.- III Appendices.- Common Weyl Bibliography.- Authors.


Foundations of Physics | 2016

MOND-like acceleration in integrable Weyl geometric gravity

Erhard Scholz

We study a Weyl geometric scalar tensor theory of gravity with scalar field


Archive | 2017

Towards a Theory of Spacetime Theories

Dennis Lehmkuhl; Gregor Schiemann; Erhard Scholz


General Relativity and Gravitation | 2015

Higgs and gravitational scalar fields together induce Weyl gauge

Erhard Scholz

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arXiv: History and Overview | 2017

The unexpected resurgence of Weyl geometry in late 20-th century physics

Erhard Scholz


arXiv: Cosmology and Nongalactic Astrophysics | 2016

Clusters of Galaxies in a Weyl Geometric Approach to Gravity

Erhard Scholz

ϕ and scale invariant “aquadratic” (cubic) kinematical Lagrange density. The Weylian scale connection in Einstein gauge induces an additional acceleration. In the weak field, static, low velocity limit it acquires the deep MOND form of Milgrom/Bekenstein’s gravity. The energy momentum of


Archive | 2000

Herman Weyl on the Concept of Continuum

Erhard Scholz


Institutions and Applications#R##N#Proceedings of the Symposium on the History of Modern Mathematics, Vassar College, Poughkeepsie, New York, June 20–24, 1989 | 1989

Crystallographic Symmetry Concepts and Group Theory (1850-1880)

Erhard Scholz

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Mitteilungen der Deutschen Mathematiker-Vereinigung | 2009

Zur Lage der Mathematikgeschichte in Deutschland

Walter Purkert; Erhard Scholz


Archive | 1980

Geschichte des Mannigfaltigkeitsbegriffs von Riemann bis Poincaré

Erhard Scholz

ϕ leads to another add on to Newton acceleration. Both additional accelerations together imply a MOND-ian phenomenology of the model. It has unusual transition functions

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Dennis Lehmkuhl

California Institute of Technology

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