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Redundant -adic Expansions II:Non-Optimality and Chaotic Behaviour
adic Expansions II Non-Optimality Chaotic Behaviour
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2009/6/3
When computing scalar multiples on Koblitz curves, the Frobenius
endomorphism can be used to replace the usual doublings on the curve. This
involves digital expansions of the scalar to the complex b...
Redundant -adic Expansions I:Non-Adjacent Digit Sets and their Applicationsto Scalar Multiplication
Koblitz curves Frobenius endomorphism Scalar Multiplication
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2009/6/3
This paper investigates some properties of τ -adic expansions of scalars. Such expansions
are widely used in the design of scalar multiplication algorithms on Koblitz Curves, but
at the same time th...