Theodore Fessler
- 1 BICKLEY, W G., AND MILLER, J.C.P The numerical summation of slowly convergent series of positive terms. Phd. Mag 22, 7th ser. (1936), 754-767.Google Scholar
- 2 LEvis, D. Development of non-linear transformations for improving convergence of sequences. Int. J. Cornput. Math. 3, sec. B (1973), 371-388.Google Scholar
- 3 SIDI, A. Convergence properties of some nonlinear sequence transformahons. Math. Comput 33 (1979), 515-326Google Scholar
- 4 S1DI, A. Analysis of convergence of the T-transformation for power serms. Math. Comput. 35 (1980), 833-850.Google Scholar
- 5 SMITH, D.A., AND FORD, W F. Acceleration of linear and logarithmic convergence. SIAM J. Numer. Anal. 16 (1979), 223-240.Google Scholar
- 6 SMITH, D.A., AND FORD, W.F. Numerical comparisons of nonlinear convergence accelerators. Math. Comput 38 (1982), 481-499.Google Scholar
Index Terms
- HURRY: An Acceleration Algorithm for Scalar Sequences and Series
Recommendations
Some techniques for faster scalar multiplication on GLS curves
Galbraith, Lin and Scott (EUROCRYPT 2009) 8 constructed a class of elliptic curves over F p 2 (a.k.a GLS curves) on which the Gallant-Lambert-Vanstone (GLV) method can be employed for fast scalar multiplication. In this work we give an alternative way ...
An efficient scalar multiplication algorithm on Koblitz curves using τ3-NAF
Elliptic curve cryptography (ECC) is an efficient and widely used public-key cryptosystem. It uses relatively shorter keys compared to conventional cryptosystems hence offering faster computation. The efficiency of ECC relies heavily on the efficiency of ...
Comments