Carl Friedrich Gauss Werke

@inproceedings{Gauss2013CarlFG,
title={Carl Friedrich Gauss Werke},
author={Carl Friedrich Gauss and Gesellschaft der Wissenschaften zu G{\"o}ttingen},
year={2013}
}
• Published 29 January 2013
• Philosophy
18 Citations
High-Order Accurate Methods for the Numerical Analysis of a Levitation Device
• Physics
• 2020
This paper establishes different axisymmetric and two-dimensional models for a levitation device. Therein, the Maxwell equations are combined with the balance of linear momentum. Different possible
On the youthful writings of Louis J. Mordell on the Diophantine equation $$y^2-k=x^3$$
• Mathematics
Archive for History of Exact Sciences
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This article examines the research of Louis J. Mordell on the Diophantine equation $$y^2-k=x^3$$ as it appeared in one of his first papers, published in 1914. After presenting a number of elements
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• Computer Science
• 2019
The current paper establishes different axisymmetric and two-dimensional models for an electrostatic, magnetostatic and electromagnetic induction process and introduces the residual error to open an alternative way for a numerically efficient estimation of the time integration accuracy of the Galerkin time integration method.
Wilhelm Foerster's Role in the Metre Convention of 1875 and in the Early Years of the International Committee for Weights and Measures
The Metre Convention was signed on May 20, 1875 with the mission “to assure the international unification and perfection of the metric system” (today the International System of Units SI). The
Ludvig Lorenz and His Non-Maxwellian Electrical Theory of Light
• H. Kragh
• Physics
Physics in Perspective
• 2018
Maxwell’s celebrated electromagnetic theory of light dates from 1865. Two years later, without appealing to the ether as a carrier of light waves, the Danish physicist Ludvig Lorenz (1829–1891)
The Borwein brothers, Pi and the AGM.
• Computer Science, Mathematics
• 2018
It is shown that an iteration of the Borwein-Borwein quartic algorithm for $pi$ is equivalent to two iterations of the Gauss-Legendre quadratic algorithm for $\pi$, in the sense that they produce exactly the same sequence of approximations to $\pi$ if performed using exact arithmetic.
Insights into Dedekind and Weber’s edition of Riemann’s Gesammelte Werke
In this paper, I present and analyse Dedekind’s and Weber’s editorial work which led to the edition of Riemann’s Gesammelte Werke in 1876. With several examples, I suggest that this editorial work is
Rediscovery of Malmsten’s integrals, their evaluation by contour integration methods and some related results
This article is devoted to a family of logarithmic integrals recently treated in mathematical literature, as well as to some closely related results. First, it is shown that the problem is much older

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