5) improved interior point algorithm 改进内点算法 例句>> 6) floating-point addition 浮点加法 1. This paper gives a detailed discussion about the "floating-point addition" algorithm and its speciality, it also makes a research on some improve d algorithms and the implementations which have ...
The presentation of the algorithm is technology independent and can serve as basisfor evaluation and comparison with other floating-point addition algorithms.1IntroductionFloating-point addition and subtraction are the most frequent floating-point operations. Both op-erations use a floating-point (FP) ...
Summary: A model algorithm of a floating-point multiplication is established in FORTRAN language. The floating-point solution $x$ of an equation $x\otimes w=c$ on a computer is analysed theoretically. Here $\otimes$ is the floating-point multiplication, and $x$ is an unknown floating-point...
approaches that reduce the latency, increase the throughput, and minimize the critical path of the floating-point adder architecture by pipelining the two log n operations of addition and a variable shift that inherently exist within both the far and near paths of the standard two-path algorithm....
point addition algorithm which exploits the ability of dynamically-scheduled processors to utilize functional units which complete in variable time. By recognizing that certain operand combinations do not require all of the steps in the complex addition dataflow, the average latency is reduced. ...
Floating-point addition is more complex than multiplication, brief overview of floating point addition algorithm have been explained below X3 = X1 + X2 X3 = (M1 x 2E1) +/- (M2 x 2E2) 1) X1 and X2 can only be added if the exponents are the same i.e E1=E2. ...
Our research was oriented towards studying and implementing standard, Leading One Predictor (LOP), and far and close data-path floating-point addition algorithms. Each algorithm has complex sub-operations which lead significantly to overall latency of the design. Each of the sub-operation is ...
Description of our radix-16 redundant representation and its addition algorithm is followed by the architecture of a floating-point adder based on this representation. Detailed circuit designs are provided for many of the adder's critical subfunctions. Simulation and synthesis based on a 0.13 mu{rm...
It is evident from the basic steps of floating-point addition algorithm that FPA requires various operations with variable computational time in order to provide the final output. The synchronous FPA, however, cannot take the advantage of variable computational time as the time-period of the clock...
Throughout this paper, it will be assumed that the floating-point inputs to an algorithm are exact and that the results are computed as accurately as possible.The expression x2 - y2 is more accurate when rewritten as (x - y)(x + y) because a catastrophic cancellation is replaced with ...