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Hyperbolic function theory in the Clifford algebra C1_(n+1, 0)

Research output: Book/ReportCommissioned reportProfessional

Standard

Hyperbolic function theory in the Clifford algebra C1_(n+1, 0). / Eriksson, S-L.; Orelma, H.

Tampere : Tampere University of Technology, 2007. 25 p. (Tampere University of Technology. Institute of Mathematics. Research Report; Vol. 88).

Research output: Book/ReportCommissioned reportProfessional

Harvard

Eriksson, S-L & Orelma, H 2007, Hyperbolic function theory in the Clifford algebra C1_(n+1, 0). Tampere University of Technology. Institute of Mathematics. Research Report, vol. 88, Tampere University of Technology, Tampere.

APA

Eriksson, S-L., & Orelma, H. (2007). Hyperbolic function theory in the Clifford algebra C1_(n+1, 0). (Tampere University of Technology. Institute of Mathematics. Research Report; Vol. 88). Tampere: Tampere University of Technology.

Vancouver

Eriksson S-L, Orelma H. Hyperbolic function theory in the Clifford algebra C1_(n+1, 0). Tampere: Tampere University of Technology, 2007. 25 p. (Tampere University of Technology. Institute of Mathematics. Research Report).

Author

Eriksson, S-L. ; Orelma, H. / Hyperbolic function theory in the Clifford algebra C1_(n+1, 0). Tampere : Tampere University of Technology, 2007. 25 p. (Tampere University of Technology. Institute of Mathematics. Research Report).

Bibtex - Download

@book{04dfe1f2cb374b67bad01e001e1facc0,
title = "Hyperbolic function theory in the Clifford algebra C1_(n+1, 0)",
author = "S-L. Eriksson and H. Orelma",
note = "Contribution: organisation=mat,FACT1=1",
year = "2007",
language = "English",
series = "Tampere University of Technology. Institute of Mathematics. Research Report",
publisher = "Tampere University of Technology",

}

RIS (suitable for import to EndNote) - Download

TY - BOOK

T1 - Hyperbolic function theory in the Clifford algebra C1_(n+1, 0)

AU - Eriksson, S-L.

AU - Orelma, H.

N1 - Contribution: organisation=mat,FACT1=1

PY - 2007

Y1 - 2007

M3 - Commissioned report

T3 - Tampere University of Technology. Institute of Mathematics. Research Report

BT - Hyperbolic function theory in the Clifford algebra C1_(n+1, 0)

PB - Tampere University of Technology

CY - Tampere

ER -