Twisted-normal form for elliptic curves
D Kohel - Annual International Conference on the Theory and …, 2017 - Springer
We introduce the twisted μ _4-normal form for elliptic curves, deriving in particular addition
algorithms with complexity 9 M+ 2 S and doubling algorithms with complexity 2 M+ 5 S+ 2 m …
algorithms with complexity 9 M+ 2 S and doubling algorithms with complexity 2 M+ 5 S+ 2 m …
[PDF][PDF] Twisted µ4-normal form for elliptic curves
D Kohel - iacr.org
We introduce the twisted µ4-normal form for elliptic curves, deriving in particular addition
algorithms with complexity 9M+ 2S and doubling algorithms with complexity 2M+ 5S+ 2m …
algorithms with complexity 9M+ 2S and doubling algorithms with complexity 2M+ 5S+ 2m …
Twisted -normal form for elliptic curves
D Kohel - Cryptology ePrint Archive, 2017 - eprint.iacr.org
We introduce the twisted $\mu_4 $-normal form for elliptic curves, deriving in particular
addition algorithms with complexity $9 M+ 2S $ and doubling algorithms with complexity $2 …
addition algorithms with complexity $9 M+ 2S $ and doubling algorithms with complexity $2 …
Twisted -normal form for elliptic curves
D Kohel - arXiv preprint arXiv:2012.10799, 2020 - arxiv.org
We introduce the twisted $\boldsymbol {\mu} _4 $-normal form for elliptic curves, deriving in
particular addition algorithms with complexity $9\mathbf {M}+ 2\mathbf {S} $ and doubling …
particular addition algorithms with complexity $9\mathbf {M}+ 2\mathbf {S} $ and doubling …
[PDF][PDF] Twisted µ4-normal form for elliptic curves
D Kohel - eurocrypt.iacr.org
So Edwards curves are not backward compatible with 20th century curve standards. Worse,
over prime fields, there is a geometric restriction to having a point of order 4—if the order| E …
over prime fields, there is a geometric restriction to having a point of order 4—if the order| E …
Twisted mu_4-normal form for elliptic curves
D Kohel - 36th Annual International Conference on the Theory …, 2017 - hal.laas.fr
We introduce the twisted mu (4)-normal form for elliptic curves, deriving in particular addition
algorithms with complexity 9M+ 2S and doubling algorithms with complexity 2M+ 5S+ 2m …
algorithms with complexity 9M+ 2S and doubling algorithms with complexity 2M+ 5S+ 2m …
Twisted mu_4-normal form for elliptic curves
D Kohel - 36th Annual International Conference on the Theory …, 2017 - hal.science
We introduce the twisted mu (4)-normal form for elliptic curves, deriving in particular addition
algorithms with complexity 9M+ 2S and doubling algorithms with complexity 2M+ 5S+ 2m …
algorithms with complexity 9M+ 2S and doubling algorithms with complexity 2M+ 5S+ 2m …
Twisted -normal form for elliptic curves
D Kohel - arXiv e-prints, 2020 - ui.adsabs.harvard.edu
We introduce the twisted $\boldsymbol {\mu} _4 $-normal form for elliptic curves, deriving in
particular addition algorithms with complexity $9\mathbf {M}+ 2\mathbf {S} $ and doubling …
particular addition algorithms with complexity $9\mathbf {M}+ 2\mathbf {S} $ and doubling …
[PDF][PDF] Twisted µ4-normal form for elliptic curves
D Kohel - i2m.univ-amu.fr
We introduce the twisted µ4-normal form for elliptic curves, deriving in particular addition
algorithms with complexity 9M+ 2S and doubling algorithms with complexity 2M+ 5S+ 2m …
algorithms with complexity 9M+ 2S and doubling algorithms with complexity 2M+ 5S+ 2m …
Twisted (mu) 4-normal form for elliptic curves
D Kohel - HAL, 2017 - dml.mathdoc.fr
We introduce the twisted mu (4)-normal form for elliptic curves, deriving in particular addition
algorithms with complexity 9M+ 2S and doubling algorithms with complexity 2M+ 5S+ 2m …
algorithms with complexity 9M+ 2S and doubling algorithms with complexity 2M+ 5S+ 2m …