Floating point numbers are used in many applications that would be well suited to a higher parallelism than that offered in a CPU. In these cases, an FPGA, with its ability to handle multiple calculations simultaneously, could be the solution. Unfortunately, floating point operations which are implemented in an FPGA is often resource intensive, which means that many developers avoid floating point solutions in FPGAs or using FPGAs for floating point applications. Here the potential to get less expensive floating point operations by using ahigher radix for the floating point numbers and using and expand the existingDSP block in the FPGA is investigated. One of the goals is that the FPGAshould be usable for both the users that have floa...
This paper presents the sequential and pipelined designs of a double precision floating point divide...
Abstract:- Floating point arithmetic is widely used in many areas. IEEE Standard 754 floating point ...
We present low cost FPGA floating-point arithmetic circuits for all the common operations, i.e. addi...
This paper describes the architecture and implementation, from both the standpoint of target applica...
Abstract—With the density of FPGAs steadily increasing, FPGAs have reached the point where they are ...
Abstract. As FPGA densities have increased, the feasibility of using floatingpoint computations on F...
Abstract—This paper proposes Hybrid Floating-Point Modules (HFPMs) as a method to improve software f...
Abstract: Floating point numbers are one possible way of representing real numbers in binary format;...
Hybrid floating-point (FP) implementations improve software FP performance without incurring the are...
High speed computation is the need of today’s generation of Processors. To accomplish this maj...
This paper presents a single precision floating point unit de-sign for multiplication and addition/s...
Many scenarios demand a high processing power often combined with a limited energy budget. A way to ...
It has been shown that FPGAs could outperform high-end microprocessors on floating-point compu-tatio...
This article proposes a family of high-radix floating-point representation to efficiently deal with ...
It has been shown that FPGAs could outperform high-end microprocessors on floating-point computation...
This paper presents the sequential and pipelined designs of a double precision floating point divide...
Abstract:- Floating point arithmetic is widely used in many areas. IEEE Standard 754 floating point ...
We present low cost FPGA floating-point arithmetic circuits for all the common operations, i.e. addi...
This paper describes the architecture and implementation, from both the standpoint of target applica...
Abstract—With the density of FPGAs steadily increasing, FPGAs have reached the point where they are ...
Abstract. As FPGA densities have increased, the feasibility of using floatingpoint computations on F...
Abstract—This paper proposes Hybrid Floating-Point Modules (HFPMs) as a method to improve software f...
Abstract: Floating point numbers are one possible way of representing real numbers in binary format;...
Hybrid floating-point (FP) implementations improve software FP performance without incurring the are...
High speed computation is the need of today’s generation of Processors. To accomplish this maj...
This paper presents a single precision floating point unit de-sign for multiplication and addition/s...
Many scenarios demand a high processing power often combined with a limited energy budget. A way to ...
It has been shown that FPGAs could outperform high-end microprocessors on floating-point compu-tatio...
This article proposes a family of high-radix floating-point representation to efficiently deal with ...
It has been shown that FPGAs could outperform high-end microprocessors on floating-point computation...
This paper presents the sequential and pipelined designs of a double precision floating point divide...
Abstract:- Floating point arithmetic is widely used in many areas. IEEE Standard 754 floating point ...
We present low cost FPGA floating-point arithmetic circuits for all the common operations, i.e. addi...