Abstract: A systematic derivation of a radix-4 square root algorithm using redundance in the partial residuals and the result is presented.

In this paper we show that this initial. PLA is not necessary, resulting in a simpler implementation. As in the other designs, the imple- mentation can be ...

A systematic derivation of a radix-4 square root algorithm using redundance in the partial residuals and the result is presented, thus eliminating a ...

In this paper we show that this initial PLA is not necessary, resulting in a simpler implementation. As in the other designs, the implementation can be combined ...

A systematic derivation of a radix-4 square-root algorithm using redundant residual and result is presented. Unlike other similar schemes it does not use a ...

Abstract. A systematic derivation of a radix-4 square root algorithm using redundance in the partial residuals and the result is presented.

A systematic derivation of a radix-4 square-root algorithm using redundant residual and result is presented. Unlike other similar schemes it does not use a ...

We present an improved algorithm for fast calculation of the inverse square root for single-precision floating-point numbers. The algorithm is much more ...

Bibliographic details on Radix-4 square root without initial PLA.

A systematic derivation of a radix-4 square-root algorithm using redundant residual and result is presented. Unlike other similar schemes it does not use a ...