[[abstract]]© 1991 Institute of Electrical and Electronics Engineers - In this paper, a new serial-in serial-out systolic array is presented for fast inversion in finite fields GF(2m) with the standard basis representation. The architecture is highly regular, modular, nearest neighbor connected, and thus well suited to VLSI implementation. It has a latency of 7m-3 clock cycles and a throughput rate of one result per 2m-1 clock cycles. This speed performance is much better than those in the related systems described previously. Moreover, its logic circuit design is independent of the primitive polynomial used to generate the field. As a consequence, the proposed system is useful for a wide range of applications[[department]]電機工程學
[[abstract]]This paper presents two serial-in serial-out systolic arrays for inversion or division i...
Based on a new reformulation of the extended Euclidean al-gorithm, systolic architectures suitable f...
[[abstract]]Systolic architectures for inversion in Galois field (GF(2m )) are presented. The propos...
[[abstract]]© 1993 Institute of Electrical and Electronics Engineers - In this correspondence, a new...
[[abstract]]In this correspondence, a new serial-in serial-out systolic array is presented for perfo...
[[abstract]]© 1993 Institute of Electrical and Electronics Engineers - A new serial-in serial-out sy...
[[abstract]]This paper presents two new systolic arrays to realize Euclid's algorithm for computing ...
[[abstract]]© 1998 Institute of Electrical and Electronics Engineers - This paper presents two new s...
[[abstract]]© 1998 Institute of Electrical and Electronics Engineers - Two parallel-in parallel-out ...
Abstract- This paper presents a new systolic VLSI architecture for computing inverses and divisions ...
[[abstract]]© 1997 Institute of Electrical and Electronics Engineers - This paper presents two seria...
[[abstract]]© 1991 Institute of Electrical and Electronics Engineers - A parallel-in-parallel-out sy...
This paper presents two serial-in serial-out systolic arrays for inversion or division in GF(2"...
[[abstract]]© 2000 Institute of Electrical and Electronics Engineers - In this paper, we present a n...
[[abstract]]In this paper, we present a new parallel-in parallel-out systolic array with unidirectio...
[[abstract]]This paper presents two serial-in serial-out systolic arrays for inversion or division i...
Based on a new reformulation of the extended Euclidean al-gorithm, systolic architectures suitable f...
[[abstract]]Systolic architectures for inversion in Galois field (GF(2m )) are presented. The propos...
[[abstract]]© 1993 Institute of Electrical and Electronics Engineers - In this correspondence, a new...
[[abstract]]In this correspondence, a new serial-in serial-out systolic array is presented for perfo...
[[abstract]]© 1993 Institute of Electrical and Electronics Engineers - A new serial-in serial-out sy...
[[abstract]]This paper presents two new systolic arrays to realize Euclid's algorithm for computing ...
[[abstract]]© 1998 Institute of Electrical and Electronics Engineers - This paper presents two new s...
[[abstract]]© 1998 Institute of Electrical and Electronics Engineers - Two parallel-in parallel-out ...
Abstract- This paper presents a new systolic VLSI architecture for computing inverses and divisions ...
[[abstract]]© 1997 Institute of Electrical and Electronics Engineers - This paper presents two seria...
[[abstract]]© 1991 Institute of Electrical and Electronics Engineers - A parallel-in-parallel-out sy...
This paper presents two serial-in serial-out systolic arrays for inversion or division in GF(2"...
[[abstract]]© 2000 Institute of Electrical and Electronics Engineers - In this paper, we present a n...
[[abstract]]In this paper, we present a new parallel-in parallel-out systolic array with unidirectio...
[[abstract]]This paper presents two serial-in serial-out systolic arrays for inversion or division i...
Based on a new reformulation of the extended Euclidean al-gorithm, systolic architectures suitable f...
[[abstract]]Systolic architectures for inversion in Galois field (GF(2m )) are presented. The propos...