A new architecture is presented for shared radix 2 division and square root whose main characteristic is the ability to avoid any addition/subtraction, when the digit 0 has been selected. The solution presented uses a redundant representation of the partial remainder, while keeping the advantages of classical solutions. It is shown how the next digit of the result can be selected even when the remainder is not updated, and the subsequent tradeoff is presented. The proposed architecture is also extended in order to consider other implementation
The speed of high-radix digit-recurrence dividers and square-root units is mainly determined by the ...
An algorithm for square root with prescaling and selection by rounding is developed and combined wit...
We present a radix-8 divider that uses an over-redundant digit set for the quotient in order to obta...
A new architecture is presented for shared radix 2 division and square root whose main characteristi...
In a previous paper by P. Montuschi and L. Ciminiera (ibid., vol. 42, no.2 p239-246, Feb 1993), an a...
This paper presents a derivation of four radix-2 division algorithms by digit recurrence. Each divis...
Abstract—Division and square root, based on the digit-recurrence algorithm, can be implemented in a ...
The paper analyses an SRT radix-B division algorithm where the determination of the quotient digits ...
First published online in 2008A new implementation for minimally redundant radix-4 floating-point SR...
A general discussion on nonrestoring square root algorithms is presented, showing bounds and constra...
A new implementation for minimally redundant radix-4 SRT division with the recurrence in the signed-...
Over-redundant digit sets are defined as those ranging from -s to +s, with s⩾B, B being the radix. T...
(eng) We propose a radix-$r$ digit-recurrence algorithm for complex square-root. The operand is pres...
The speed of SRT-type dividers is mainly determined by the complexity of the quotient-digit selectio...
A new implementation for minimally redundant radix-4 SRT division with the recurrence in the signed-...
The speed of high-radix digit-recurrence dividers and square-root units is mainly determined by the ...
An algorithm for square root with prescaling and selection by rounding is developed and combined wit...
We present a radix-8 divider that uses an over-redundant digit set for the quotient in order to obta...
A new architecture is presented for shared radix 2 division and square root whose main characteristi...
In a previous paper by P. Montuschi and L. Ciminiera (ibid., vol. 42, no.2 p239-246, Feb 1993), an a...
This paper presents a derivation of four radix-2 division algorithms by digit recurrence. Each divis...
Abstract—Division and square root, based on the digit-recurrence algorithm, can be implemented in a ...
The paper analyses an SRT radix-B division algorithm where the determination of the quotient digits ...
First published online in 2008A new implementation for minimally redundant radix-4 floating-point SR...
A general discussion on nonrestoring square root algorithms is presented, showing bounds and constra...
A new implementation for minimally redundant radix-4 SRT division with the recurrence in the signed-...
Over-redundant digit sets are defined as those ranging from -s to +s, with s⩾B, B being the radix. T...
(eng) We propose a radix-$r$ digit-recurrence algorithm for complex square-root. The operand is pres...
The speed of SRT-type dividers is mainly determined by the complexity of the quotient-digit selectio...
A new implementation for minimally redundant radix-4 SRT division with the recurrence in the signed-...
The speed of high-radix digit-recurrence dividers and square-root units is mainly determined by the ...
An algorithm for square root with prescaling and selection by rounding is developed and combined wit...
We present a radix-8 divider that uses an over-redundant digit set for the quotient in order to obta...