<--- Back to Details
First PageDocument Content
Mathematics / Mathematical analysis / Special functions / Elementary algebra / Complex analysis / Equations / Exponentials / Functions and mappings / Complex number / Inverse hyperbolic function / Cubic function / Multivalued function
Date: 2004-11-09 09:51:06
Mathematics
Mathematical analysis
Special functions
Elementary algebra
Complex analysis
Equations
Exponentials
Functions and mappings
Complex number
Inverse hyperbolic function
Cubic function
Multivalued function

ACM SIGSAM Bulletin, Vol 38, No. 3, SeptemberFormally reviewed communication Not seeing the roots for the branches: multivalued functions in computer algebra

Add to Reading List

Source URL: www.apmaths.uwo.ca

Download Document from Source Website

File Size: 196,92 KB

Share Document on Facebook

Similar Documents

Certified polynomial approximations for D-finite functions  Thomas Grégoire September 5, 2012

Certified polynomial approximations for D-finite functions Thomas Grégoire September 5, 2012

DocID: 1rqLR - View Document

Math 4 Exam 4 October 14, 1997 Name _______________________  Instructor _________________

Math 4 Exam 4 October 14, 1997 Name _______________________ Instructor _________________

DocID: 1qV4y - View Document

HP Prime Technology Corner 16  The Practice of Statistics for the AP Exam, 5e Section 8-3, P. 513

HP Prime Technology Corner 16 The Practice of Statistics for the AP Exam, 5e Section 8-3, P. 513

DocID: 1qSPE - View Document

ACM SIGSAM Bulletin, Vol 38, No. 3, SeptemberFormally reviewed communication Not seeing the roots for the branches: multivalued functions in computer algebra

ACM SIGSAM Bulletin, Vol 38, No. 3, SeptemberFormally reviewed communication Not seeing the roots for the branches: multivalued functions in computer algebra

DocID: 1q4QH - View Document

Multivalued Elementary Functions in Computer-Algebra Systems David J. Jeffrey Department of Applied Mathematics University of Western Ontario

Multivalued Elementary Functions in Computer-Algebra Systems David J. Jeffrey Department of Applied Mathematics University of Western Ontario

DocID: 1pPcH - View Document