This paper presents an implementation of the double precision exponential function. A novel table-based architecture, together with short Taylor expansion, provides a low latency (30 clock cycles) which is comparable to 32 bit implementations. A low area consumption of a single exp() module (roughtly 4% of XC4LX200) allows that several modules can be implemented in a single FPGAs.The employment of massive parallelism results in high performance of the module. Nevertheless, because of the external memory interface limitation, only a twin module structure is presented in this paper. This implementation aims primarily to meet quantum chemistry huge and strict requirements for precision and speed. Each module is capable of processing at speed o...
This article shows that IEEE-754 double-precision correct rounding of the most common elementary fun...
International audienceSome important computational problems must use a floating-point (FP) precision...
In this paper, a novel high-speed elliptic curve cryptography (ECC) processor implementation for poi...
International audienceThis article presents a floating-point exponential operator generator targetin...
This paper presents a Field Programmable Gate Array (FPGA) implementation of a calculation module fo...
In this paper a novel method of computation using FPGA technology is presented. In severalcases this...
AbstractWe describe the design and performance of the GRAPE-MP board, an SIMD accelerator board for ...
In this paper a novel method of computation using FPGA technology is presented. In sev-eral cases th...
New hardware FPGA implementations for the efficient computations of division, natural logarithm and ...
International audienceGPUs are an important hardware development platform for problems where massive...
This article presents an efficient implementation of a correctly rounded exponential function in dou...
Floating-point (FP) operations defined in IEEE 754-2008 Standard for Floating-Point Arithmetic can p...
In this paper a novel method of computation using FPGA technology is presented. In several cases thi...
In this paper, a fast hardware architecture for elliptic curve cryptography computation in Galois Fi...
This article shows that IEEE-754 double-precision correct rounding of the most common elementary fun...
International audienceSome important computational problems must use a floating-point (FP) precision...
In this paper, a novel high-speed elliptic curve cryptography (ECC) processor implementation for poi...
International audienceThis article presents a floating-point exponential operator generator targetin...
This paper presents a Field Programmable Gate Array (FPGA) implementation of a calculation module fo...
In this paper a novel method of computation using FPGA technology is presented. In severalcases this...
AbstractWe describe the design and performance of the GRAPE-MP board, an SIMD accelerator board for ...
In this paper a novel method of computation using FPGA technology is presented. In sev-eral cases th...
New hardware FPGA implementations for the efficient computations of division, natural logarithm and ...
International audienceGPUs are an important hardware development platform for problems where massive...
This article presents an efficient implementation of a correctly rounded exponential function in dou...
Floating-point (FP) operations defined in IEEE 754-2008 Standard for Floating-Point Arithmetic can p...
In this paper a novel method of computation using FPGA technology is presented. In several cases thi...
In this paper, a fast hardware architecture for elliptic curve cryptography computation in Galois Fi...
This article shows that IEEE-754 double-precision correct rounding of the most common elementary fun...
International audienceSome important computational problems must use a floating-point (FP) precision...
In this paper, a novel high-speed elliptic curve cryptography (ECC) processor implementation for poi...