Erhard Scholz

Q: What Schools Are Affiliated With Erhard Scholz

Erhard Scholz is affiliated with the following schools: University of Wuppertal, University of Bonn

Erhard Scholz's AcademicInfluence.com Rankings

Erhard Scholz

Mathematics

#3490

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#5137

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Measure Theory

#4224

World Rank

#4980

Historical Rank

mathematics Degrees

Erhard Scholz

History

#4445

World Rank

#6158

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Mathematics
History

Erhard Scholz's Degrees

PhD Mathematics University of Bonn

Why Is Erhard Scholz Influential?

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According to Wikipedia, Erhard Scholz is a German historian of mathematics with interests in the history of mathematics in the 19th and 20th centuries, historical perspective on the philosophy of mathematics and science, and Hermann Weyl's geometrical methods applied to gravitational theory.

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Erhard Scholz's Published Works

Number of citations in a given year to any of this author's works

Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author

Published Works

Hermann Weyl's Raum-Zeit-Materie and a general introduction to his scientific work (2001) (89)
The Unexpected Resurgence of Weyl Geometry in late 20th-Century Physics (2017) (67)
CHAPTER 2 – The Concept of Manifold, 1850–1950 (1999) (44)
Towards a Theory of Spacetime Theories (2017) (43)
Weyl geometry in late 20th century physics (2011) (43)
Herbart's influence on bernhard Riemann (1982) (40)
Group Theory and its Applications (2001) (36)
Hermann Weyl's Analysis of the “Problem of Space” and the Origin of Gauge Structures (2004) (34)
Umberto Bottazzini: The Higher Calculus: A History of Real and Complex analysis from Euler to Weierstrass. Translated from the Italian by W. van Egmond. New York/Berlin/Heidelberg/London/Paris/Tokyo: Springer 1986. 8 Fig. VII + 332 Seiten. (1987) (33)
Hermann Weyl’s “Purely Infinitesimal Geometry” (1995) (30)
Local spinor structures in V. Fock's and H. Weyl's work on the Dirac equation (1929) (2004) (30)
Paving the way for transitions --- a case for Weyl geometry (2012) (30)
Introducing groups into quantum theory (1926¿1930) (2004) (28)
The Changing Concept of Matter in H.Weyl's Thought, 1918–1930 (2004) (25)
Weyls Infinitesimalgeometrie, 1917 – 1925 (2001) (24)
Cosmological Spacetimes Balanced by a Weyl Geometric Scale Covariant Scalar Field (2008) (23)
Riemann's vision of a new approach to geometry (1992) (20)
MOND-Like Acceleration in Integrable Weyl Geometric Gravity (2014) (19)
On the geometry of cosmological model building (2005) (19)
Weyl geometric gravity and electroweak symmetry “breaking” (2011) (18)
Higgs and gravitational scalar fields together induce Weyl gauge (2014) (17)
Light cone and Weyl compatibility of conformal and projective structures (2020) (15)
Philosophy as a cultural resource and medium of reflection for Hermann Weyl (2004) (15)
Hermann Weyl’s Contribution to Geometry, 1917–1923 (1994) (15)
The problem of space in the light of relativity: the views of H. Weyl and E. Cartan (2013) (12)
E. Cartan’s attempt at bridge-building between Einstein and the Cosserats – or how translational curvature became to be known as torsion (2018) (11)
Herman Weyl on the Concept of Continuum (2000) (10)
WEYL ENTERING THE ’NEW’ QUANTUM MECHANICS DISCOURSE † (2007) (8)
WEYL ENTERING THE ’NEW’ QUANTUM MECHANICS DISCOURSE † (2007) (8)
A scalar field inducing a non-metrical contribution to gravitational acceleration and a compatible add-on to light deflection (2019) (7)
Corrigendum to "Clusters of Galaxies in a Weyl Geometric Approach to Gravity" (2015) (7)
Gauging the Spacetime Metric—Looking Back and Forth a Century Later (2019) (7)
The Influence of Justus Grassmann’s Crystallographic Works on Hermann Grassmann (1996) (7)
Weyl geometric gravity and 'breaking' of electroweak symmetry (2011) (7)
Scale covariant gravity and equilibrium cosmologies (2007) (6)
Weyl's search for a difference between `physical' and `mathematical' automorphisms (2015) (5)
Back to the Roots: A Discrete Kermack–McKendrick Model Adapted to Covid-19 (2021) (5)
Studying the course of Covid-19 by a recursive delay approach (2021) (4)
H. Weyl's and E. Cartan's proposals for infinitesimal geometry in the early 1920s (2022) (4)
Proposal of a recursive compartment model of epidemics and applications to the Covid-19 pandemic (2020) (4)
Another look at the Pioneer anomaly (2007) (4)
The Hausdorff Edition (2010) (3)
The rise of Symmetry Concepts in the Atomistic and Dynamistic Schools of Crystallography, 1815-1830 (1989) (3)
The Changing Faces of the Problem of Space in the Work of Hermann Weyl (2016) (3)
An extended frame for cosmology by integrable Weyl geometry (2004) (2)
COSMOLOGICAL SPACETIMES BALANCED BY A SCALE COVARIANT SCALAR FIELD (2008) (2)
Corrigendum to “Clusters of Galaxies in a Weyl Geometric Approach to Gravity” (2017) (2)
Letters to the editor (1996) (2)
Curved spaces: Mathematics and empirical evidence, ca. 1830 - 1923 (2006) (2)
Integrating dark matter, modified gravity, and the humanities. (2021) (2)
The Introduction of Groups into Quantum Theory (2004) (1)
C.F. Gauss' Pr\"azisionsmessungen terrestrischer Dreiecke und seine \"Uberlegungen zur empirischen Fundierung der Geometrie in den 1820er Jahren (C.F. Gauss' high precion measurements of terrestrial triangles and his thoughts on the empirical foundations of geometry in the 1820s) (2004) (1)
Crystallographic Symmetry Concepts and Group Theory (1850-1880) (1989) (1)
Weyl ’ s and E . Cartan ’ s proposals for infinitesimal geometry in the early 1920 s (2011) (1)
From Grassmann complements to Hodge-duality (2020) (1)
An outline of Weyl geometric models in cosmology (2004) (1)
Proposal of a population wide genome-based testing for Covid-19 (2022) (1)
A Weyl geometric scalar field approach to the dark sector (2022) (1)
Studies in the history of mathematics: Edited by Esther R. Phillips. Studies in Mathematics, Vol. 26. Mathematical Association of America. 1987. 308 pp (1989) (0)
Erratum to: E. Cartan’s attempt at bridge-building between Einstein and the Cosserats - or how translational curvature became to be known as torsion (2020) (0)
Foundations of Mathematics (2001) (0)
Buchbesprechungen (1997) (0)
The General Concept of Manifold and Herbart ' s " Serial Forms " (2005) (0)
Preface (1959) (0)
The tale of modernist mathematics (2010) (0)
Book review (1986) (0)
take device and issue of stueckguetern (1984) (0)
Wear resistant coating roll for the rolling of roller presses and methods for build the roller-coating (1989) (0)
Light cone and Weyl compatibility of conformal and projective structures (2020) (0)
Gravitational scalar field with a RAQUAL-like cubic kinetic term and second order self-interaction (2019) (0)
From heliocentrism to epicycles: A commentary on pre-Ptolemaic astronomy (2022) (0)
Mathematical modernity, goal or problem? The opposing views of Felix Hausdorff and Hermann Weyl (2022) (0)
MOND-Like Acceleration in Integrable Weyl Geometric Gravity (2015) (0)
New Prize " Ems Monograph Award " by the Ems Publishing House European Mathematical Society Editor-in-chief Copy Editor (2013) (0)
Correction to: A scalar field inducing a non-metrical contribution to gravitational acceleration and a compatible add-on to light deflection (2022) (0)
Book Review:E. B. Christoffel: The Influence of His Work on Mathematics and the Physical Sciences P. L. Butzer, F. Feher (1983) (0)
I Have Much Profited from Discussions on All These Occasions. Moreover, It Is a Pleasure to Thank (1998) (0)
Einstein universes stabilized (2007) (0)
The Young Analyst (2001) (0)
E. Cartan’s attempt at bridge-building between Einstein and the Cosserats – or how translational curvature became to be known as torsion (2019) (0)
A WST halo model for clusters of galaxies (2015) (0)
A scalar field inducing a non-metrical contribution to gravitational acceleration and a compatible add-on to light deflection (2020) (0)
Higgs and gravitational scalar fields together induce Weyl gauge (2015) (0)
Paving the way for transitions between theories --- a case for Weyl geometry (2012) (0)
Plasma-MSG-joining method and burner for this (2000) (0)
Preface to the Second Edition M. Hallett, Too, Has Contributed Much to a Better Understanding of Hilbert's Foundational Work with Numerous Papers (2008) (0)
Another look a Miller’s Myth (2006) (0)
Correction to: A scalar field inducing a non-metrical contribution to gravitational acceleration and a compatible add-on to light deflection (2022) (0)

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What Schools Are Affiliated With Erhard Scholz?

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Erhard Scholz's Academic­Influence.com Rankings

Erhard Scholz's Degrees

Why Is Erhard Scholz Influential?

Erhard Scholz's Published Works

Published Works

Other Resources About Erhard Scholz

What Schools Are Affiliated With Erhard Scholz?

Erhard Scholz's AcademicInfluence.com Rankings