Louis Blanc's Organisation der Arbeit

Bitzer, Friedrich; Blanc, Louis; Fürst, Ernst Friedrich

Bibliographic data

Monograph

Persistent identifier:: 1031374809

Author:: Wittstein, Theodor

Title:: Siebenstellige Gaussische Logarithmen

Sub title:: zur Auffindung des Logarithmus der Summe oder Differenz zweier Zahlen, deren Logarithmen gegeben sind : ein Supplement zu jeder gewöhnlichen Tafel siebenstelliger Logarithmen

Scope:: 1 Online-Ressource (XVI, 127 Seiten)

Year of publication:: 1866

Place of publication:: Hannover

Publisher of the original:: Hahn

Identifier (digital):: 1031374809

Signature of the source:: Mr.II 9071

Language:: German; French

Other Title:: Paralleltitel: Logarithmes de Gauss à sept décimales : pour servir à trouver le logarithme de la somme ou de la différence de deux nombres, leurs logarithmes étant donnée : ourage servant de supplément à toute table ordinaire de logarithmes à sept décimales

Usage licence:: Public Domain Mark 1.0

Publisher of the digital copy:: Technische Informationsbibliothek Hannover

Place of publication of the digital copy:: Hannover

Year of publication of the original:: 2018

Document type:: Monograph

Collection:: Mathematics

Section

Title:: LOGARITHMES DE GAUSS pour servir à trouver le logarithme de la somme ou de la différence de deux nombres, leurs logarithmes étant donnés. GAUSSISCHE LOGARITHMEN zur Auffindung des Logarithmus der Summe oder Differenz zweier Zahlen, deren Logarithmen gegeben sind.

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Document type:: Monograph

Structure type:: Section

Section

Title:: A 2,000 - B 2,004 [- A 2,950 - B 2,950]

Document type:: Monograph

Structure type:: Section

International Archives of the Photogrammetry, Remote Sensing and Spatial Information Sciences, Volume XXXVIII-4/W15 182 5th International 3D Geolnfo Conference, November 3-4, 2010, Berlin, Germany MODELING SPACE BY STEREOGRAPHIC REJECTION W.L. (Pim) Bil Gemeente Amstelveen, The Netherlands e-mail: p.bil@amstelveen.nl Commission IV, WG IV/8 ABSTRACT: 3D geo-information analyses topological and metrical relationships between spatial objects. This analysis needs a suitable representation of the three-dimensional world. This paper proposes to use the 4D unit sphere as a model. In essence this model is already present in mathematical theories like Lie sphere geometry, Moebius geometry and Geometric Algebra. The forementioned theories use the stereographic projection implicitely to build the model. This paper explicitely uses this geometric transformation to introduce the model as simply as possible following both an intuitive geometric and a formal algebraic self-contained way. The calculation in a CAD-environment of 3D Voronoi cells around given 3D points gives a straightforward example of the topological and metrical capabilities of this model. The addition of geometrical meaningful algebraic operations to the model will increase its computational power. This contribution was selected in a double blind review process to be published within the Lecture Notes in Geoinformation and Cartography series (Springer-Verlag, Heidelberg). Advances in 3D Geo-Information Sciences Kolbe, Thomas H.; König, Gerhard; Nagel, Claus (Eds.) 2011, X ISBN 978-3-642-12669-7, Hardcover Date of Publication: January 5, 2011 Series Editors: Cartwright, W., Gartner, G., Meng, L., Peterson, M.P. ISSN: 1863-2246

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