Amanote Research
Register
Sign In
The Arc Length of the Lemniscate { | P(z) | = 1}
Proceedings of the American Mathematical Society
- United States
doi 10.2307/2160803
Full Text
Open PDF
Abstract
Available in
full text
Categories
Mathematics
Applied Mathematics
Date
March 1, 1995
Authors
Peter Borwein
Publisher
JSTOR
Related search
On THE DIOPHANTINE EQUATION P^x+(p+1)^y=z^2
International Journal of Pure and Applied Mathematics
Mathematics
Applied Mathematics
The Coefficients of the Lemniscate Function
Mathematics of Computation
Computational Mathematics
Applied Mathematics
Number Theory
Algebra
The Distance From $U(z)·H\sp{p}$ to $1$
Proceedings of the American Mathematical Society
Mathematics
Applied Mathematics
On THE DIOPHANTINE EQUATION $P^x+(p+1)^y=z^2$ WHERE $P$ IS a MERSENNE PRIME
International Journal of Pure and Applied Mathematics
Mathematics
Applied Mathematics
On the P-Length of Some Finite P-Soluble Groups
Israel Journal of Mathematics
Mathematics
Derivation of Arc Length of Helical Cable Element at Cable Bending, With Emphasize on Taylor Series Expansion of the Non-Integrable Infinitesimal Arc Length
On the Inequality $\Vert P(z)\vert \Leq P(\vert Z\vert )$ for Polynomials
Proceedings of the American Mathematical Society
Mathematics
Applied Mathematics
The Computation of the Hodgkin-Snaith Operation in K*( Z × BU, Z/ P)
Proceedings of the Edinburgh Mathematical Society
Mathematics
Generators of the Unitary ${Z \Mathord{\left/ {\Vphantom {Z P}} \Right. \Kern-\Nulldelimiterspace} P}$ Bordism Ring
Bulletin of the American Mathematical Society