Exterior algebra (English Wikipedia)

Analysis of information sources in references of the Wikipedia article "Exterior algebra" in English language version.

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1uni-goettingen.de

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1grassmannalgebra.info

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archive.org

Authors have in the past referred to this calculus variously as the calculus of extension (Whitehead 1898; Forder 1941), or extensive algebra (Clifford 1878), and recently as extended vector algebra (Browne 2007). Whitehead, Alfred North (1898), "A Treatise on Universal Algebra, with Applications", Nature, 58 (1504), Cambridge: 385, Bibcode:1898Natur..58..385G, doi:10.1038/058385a0, S2CID 3985954 Forder, H.G. (1941), The Calculus of Extension, Internet Archive Clifford, W. (1878), "Applications of Grassmann's Extensive Algebra", American Journal of Mathematics, 1 (4), The Johns Hopkins University Press: 350–358, doi:10.2307/2369379, JSTOR 2369379 Browne, J.M. (2007), Grassmann algebra – Exploring applications of Extended Vector Algebra with Mathematica, archived from the original on 2009-02-19, retrieved 2007-05-09
An introduction to the exterior algebra, and geometric algebra, with a focus on applications. Also includes a history section and bibliography.

books.google.com

Grassmann (1844) introduced these as extended algebras (cf. Clifford 1878). Grassmann, Hermann (1844), Die Lineale Ausdehnungslehre – Ein neuer Zweig der Mathematik (in German) (The Linear Extension Theory – A new Branch of Mathematics) alternative reference Clifford, W. (1878), "Applications of Grassmann's Extensive Algebra", American Journal of Mathematics, 1 (4), The Johns Hopkins University Press: 350–358, doi:10.2307/2369379, JSTOR 2369379
James, A.T. (1983). "On the Wedge Product". In Karlin, Samuel; Amemiya, Takeshi; Goodman, Leo A. (eds.). Studies in Econometrics, Time Series, and Multivariate Statistics. Academic Press. pp. 455–464. ISBN 0-12-398750-4.

cornell.edu

historical.library.cornell.edu

Authors have in the past referred to this calculus variously as the calculus of extension (Whitehead 1898; Forder 1941), or extensive algebra (Clifford 1878), and recently as extended vector algebra (Browne 2007). Whitehead, Alfred North (1898), "A Treatise on Universal Algebra, with Applications", Nature, 58 (1504), Cambridge: 385, Bibcode:1898Natur..58..385G, doi:10.1038/058385a0, S2CID 3985954 Forder, H.G. (1941), The Calculus of Extension, Internet Archive Clifford, W. (1878), "Applications of Grassmann's Extensive Algebra", American Journal of Mathematics, 1 (4), The Johns Hopkins University Press: 350–358, doi:10.2307/2369379, JSTOR 2369379 Browne, J.M. (2007), Grassmann algebra – Exploring applications of Extended Vector Algebra with Mathematica, archived from the original on 2009-02-19, retrieved 2007-05-09
An introduction to the exterior algebra, and geometric algebra, with a focus on applications. Also includes a history section and bibliography.

doi.org

Grassmann (1844) introduced these as extended algebras (cf. Clifford 1878). Grassmann, Hermann (1844), Die Lineale Ausdehnungslehre – Ein neuer Zweig der Mathematik (in German) (The Linear Extension Theory – A new Branch of Mathematics) alternative reference Clifford, W. (1878), "Applications of Grassmann's Extensive Algebra", American Journal of Mathematics, 1 (4), The Johns Hopkins University Press: 350–358, doi:10.2307/2369379, JSTOR 2369379
Authors have in the past referred to this calculus variously as the calculus of extension (Whitehead 1898; Forder 1941), or extensive algebra (Clifford 1878), and recently as extended vector algebra (Browne 2007). Whitehead, Alfred North (1898), "A Treatise on Universal Algebra, with Applications", Nature, 58 (1504), Cambridge: 385, Bibcode:1898Natur..58..385G, doi:10.1038/058385a0, S2CID 3985954 Forder, H.G. (1941), The Calculus of Extension, Internet Archive Clifford, W. (1878), "Applications of Grassmann's Extensive Algebra", American Journal of Mathematics, 1 (4), The Johns Hopkins University Press: 350–358, doi:10.2307/2369379, JSTOR 2369379 Browne, J.M. (2007), Grassmann algebra – Exploring applications of Extended Vector Algebra with Mathematica, archived from the original on 2009-02-19, retrieved 2007-05-09
An introduction to the exterior algebra, and geometric algebra, with a focus on applications. Also includes a history section and bibliography.

grassmannalgebra.info

Authors have in the past referred to this calculus variously as the calculus of extension (Whitehead 1898; Forder 1941), or extensive algebra (Clifford 1878), and recently as extended vector algebra (Browne 2007). Whitehead, Alfred North (1898), "A Treatise on Universal Algebra, with Applications", Nature, 58 (1504), Cambridge: 385, Bibcode:1898Natur..58..385G, doi:10.1038/058385a0, S2CID 3985954 Forder, H.G. (1941), The Calculus of Extension, Internet Archive Clifford, W. (1878), "Applications of Grassmann's Extensive Algebra", American Journal of Mathematics, 1 (4), The Johns Hopkins University Press: 350–358, doi:10.2307/2369379, JSTOR 2369379 Browne, J.M. (2007), Grassmann algebra – Exploring applications of Extended Vector Algebra with Mathematica, archived from the original on 2009-02-19, retrieved 2007-05-09
An introduction to the exterior algebra, and geometric algebra, with a focus on applications. Also includes a history section and bibliography.

harvard.edu

ui.adsabs.harvard.edu

Authors have in the past referred to this calculus variously as the calculus of extension (Whitehead 1898; Forder 1941), or extensive algebra (Clifford 1878), and recently as extended vector algebra (Browne 2007). Whitehead, Alfred North (1898), "A Treatise on Universal Algebra, with Applications", Nature, 58 (1504), Cambridge: 385, Bibcode:1898Natur..58..385G, doi:10.1038/058385a0, S2CID 3985954 Forder, H.G. (1941), The Calculus of Extension, Internet Archive Clifford, W. (1878), "Applications of Grassmann's Extensive Algebra", American Journal of Mathematics, 1 (4), The Johns Hopkins University Press: 350–358, doi:10.2307/2369379, JSTOR 2369379 Browne, J.M. (2007), Grassmann algebra – Exploring applications of Extended Vector Algebra with Mathematica, archived from the original on 2009-02-19, retrieved 2007-05-09
An introduction to the exterior algebra, and geometric algebra, with a focus on applications. Also includes a history section and bibliography.

jstor.org

Grassmann (1844) introduced these as extended algebras (cf. Clifford 1878). Grassmann, Hermann (1844), Die Lineale Ausdehnungslehre – Ein neuer Zweig der Mathematik (in German) (The Linear Extension Theory – A new Branch of Mathematics) alternative reference Clifford, W. (1878), "Applications of Grassmann's Extensive Algebra", American Journal of Mathematics, 1 (4), The Johns Hopkins University Press: 350–358, doi:10.2307/2369379, JSTOR 2369379
Authors have in the past referred to this calculus variously as the calculus of extension (Whitehead 1898; Forder 1941), or extensive algebra (Clifford 1878), and recently as extended vector algebra (Browne 2007). Whitehead, Alfred North (1898), "A Treatise on Universal Algebra, with Applications", Nature, 58 (1504), Cambridge: 385, Bibcode:1898Natur..58..385G, doi:10.1038/058385a0, S2CID 3985954 Forder, H.G. (1941), The Calculus of Extension, Internet Archive Clifford, W. (1878), "Applications of Grassmann's Extensive Algebra", American Journal of Mathematics, 1 (4), The Johns Hopkins University Press: 350–358, doi:10.2307/2369379, JSTOR 2369379 Browne, J.M. (2007), Grassmann algebra – Exploring applications of Extended Vector Algebra with Mathematica, archived from the original on 2009-02-19, retrieved 2007-05-09
An introduction to the exterior algebra, and geometric algebra, with a focus on applications. Also includes a history section and bibliography.

semanticscholar.org

api.semanticscholar.org

Authors have in the past referred to this calculus variously as the calculus of extension (Whitehead 1898; Forder 1941), or extensive algebra (Clifford 1878), and recently as extended vector algebra (Browne 2007). Whitehead, Alfred North (1898), "A Treatise on Universal Algebra, with Applications", Nature, 58 (1504), Cambridge: 385, Bibcode:1898Natur..58..385G, doi:10.1038/058385a0, S2CID 3985954 Forder, H.G. (1941), The Calculus of Extension, Internet Archive Clifford, W. (1878), "Applications of Grassmann's Extensive Algebra", American Journal of Mathematics, 1 (4), The Johns Hopkins University Press: 350–358, doi:10.2307/2369379, JSTOR 2369379 Browne, J.M. (2007), Grassmann algebra – Exploring applications of Extended Vector Algebra with Mathematica, archived from the original on 2009-02-19, retrieved 2007-05-09
An introduction to the exterior algebra, and geometric algebra, with a focus on applications. Also includes a history section and bibliography.

uni-goettingen.de

resolver.sub.uni-goettingen.de

Grassmann (1844) introduced these as extended algebras (cf. Clifford 1878). Grassmann, Hermann (1844), Die Lineale Ausdehnungslehre – Ein neuer Zweig der Mathematik (in German) (The Linear Extension Theory – A new Branch of Mathematics) alternative reference Clifford, W. (1878), "Applications of Grassmann's Extensive Algebra", American Journal of Mathematics, 1 (4), The Johns Hopkins University Press: 350–358, doi:10.2307/2369379, JSTOR 2369379

web.archive.org

Authors have in the past referred to this calculus variously as the calculus of extension (Whitehead 1898; Forder 1941), or extensive algebra (Clifford 1878), and recently as extended vector algebra (Browne 2007). Whitehead, Alfred North (1898), "A Treatise on Universal Algebra, with Applications", Nature, 58 (1504), Cambridge: 385, Bibcode:1898Natur..58..385G, doi:10.1038/058385a0, S2CID 3985954 Forder, H.G. (1941), The Calculus of Extension, Internet Archive Clifford, W. (1878), "Applications of Grassmann's Extensive Algebra", American Journal of Mathematics, 1 (4), The Johns Hopkins University Press: 350–358, doi:10.2307/2369379, JSTOR 2369379 Browne, J.M. (2007), Grassmann algebra – Exploring applications of Extended Vector Algebra with Mathematica, archived from the original on 2009-02-19, retrieved 2007-05-09
An introduction to the exterior algebra, and geometric algebra, with a focus on applications. Also includes a history section and bibliography.