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full floating-point arithmetic

Optimised Delay and Area Efficient Floating Point Arithmetic Unit

Optimised Delay and Area Efficient Floating Point Arithmetic Unit

... for floating point arithmetic when area cannot be ...than floating point hardware unit because they increase the throughput andrequire less area, when the area is ...an floating ...

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Implementation of Optimized Floating Point Arithmetic Unit on Reconfigurable Logic Sonam Pardhi, Nitesh Dodkey

Implementation of Optimized Floating Point Arithmetic Unit on Reconfigurable Logic Sonam Pardhi, Nitesh Dodkey

... floating point adder/subtractor unit uses a low power low delay full adder to implement the BCD ...The floating point multiplication unit uses a parallel 16 x 16 BCD ...

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Optimal controller and filter realizations using finite precision, floating point arithmetic

Optimal controller and filter realizations using finite precision, floating point arithmetic

... floating-point arithmetic is considered. Floating-point arithmetic parameter uncertainty is multiplicative, unlike parameter uncertainty resulting from fixed-point ...

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Quantifying the impact of single bit flips on floating point arithmetic

Quantifying the impact of single bit flips on floating point arithmetic

... Bit flips are commonly thought to only occur ex- tremely rarely during arithmetic operations inside of arithmetic and logic units (ALUs) and floating-point units (FPUs). This belief is ...

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Single Precision Floating Point Arithmetic using VHDL Coding

Single Precision Floating Point Arithmetic using VHDL Coding

... manufacturing. Floating Point Arithmetic (FPA) is arithmetic using formulaic representation of real numbers as an approximation so as to support a trade-off between range and ...reason, ...

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Single Precision Floating Point Arithmetic using VHDL Coding

Single Precision Floating Point Arithmetic using VHDL Coding

... competitive floating-point operation implementation is done by ...precision floating-point addition was implemented for Altera FPGA ...precision floating-point adder ...

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Lightweight Floating Point Arithmetic: Case Study of Inverse Discrete Cosine Transform

Lightweight Floating Point Arithmetic: Case Study of Inverse Discrete Cosine Transform

... the arithmetic operations of FP need to deal with three parts (sign, exponent, fraction) individually, which adds substan- tially to the complexity of the hardware, especially in the as- pect of power consumption, ...

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Design and Implementation of IEEE 754 Addition and Subtraction for Floating Point Arithmetic Logic Unit

Design and Implementation of IEEE 754 Addition and Subtraction for Floating Point Arithmetic Logic Unit

... Decimal Floating Point (DFP) adder/subtractor using IEEE 754-2008 ...Binary Floating- Point Arithmetic to include specifications for decimal floating-point ...decimal ...

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Implementation of Double Precision Floating Point Arithmetic

Implementation of Double Precision Floating Point Arithmetic

... Two popular forms of verification are the simulation based approach and the formal verification approach. The most important difference between the two approaches is that simulation based approaches need input vectors ...

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Secure  Floating-Point  Arithmetic   and  Private  Satellite  Collision  Analysis

Secure Floating-Point Arithmetic and Private Satellite Collision Analysis

... provide floating point arithmetic for general multiparty computations and present an implementation of floating point operations in an SMC setting based on secret ...basic ...

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FPGA-based model implementation for real-time control of smart material systems operating in hysteretic regimes

FPGA-based model implementation for real-time control of smart material systems operating in hysteretic regimes

... single arithmetic operations to be done in parallel, if desired, and then ...integer arithmetic is preferable, where possible, to floating point arithmetic; the use of integer ...

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SECompSyllabus-after-peerReview-13April09.pdf

SECompSyllabus-after-peerReview-13April09.pdf

... and Floating point numbers, Signed numbers, Integer Arithmetic, 2’s Complement method for multiplication, Booths Algorithm, Hardware Implementation, Division, Restoring and Non Restoring algorithms, ...

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Improved Architecture for Floating Point Addition

Improved Architecture for Floating Point Addition

... fused floating point three term adder has been ...fused floating point three term adder: 1) Complex exponent processing and significand alignment, 2) Complementation after the significand ...

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Implementation of Single Precision Floating Point Processor Using Residue Number System

Implementation of Single Precision Floating Point Processor Using Residue Number System

... used arithmetic operations, these operations are included in the Floating Point Arithmetic and Logic Unit, both in integer and floating- point ...proposed floating ...

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Development of a Block Floating Point Interval ALU for DSP and Control Applications

Development of a Block Floating Point Interval ALU for DSP and Control Applications

... BFP arithmetic using CBFS approaches that of conventional floating point arithmetic in which the results of the operations are normalized after the ...

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IMPLEMENTATION OF HIGH SPEED DOUBLE PRECISION FLOATING POINT UNIT ON FPGA USING VHDL

IMPLEMENTATION OF HIGH SPEED DOUBLE PRECISION FLOATING POINT UNIT ON FPGA USING VHDL

... In floating point operations there are four possible types of exceptions. The Overflow exception is betided in the precision format of the destination whenever the result cannot be shown as definite number. ...

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Realization of Building Blocks of Floating Point Butterfly Architecture

Realization of Building Blocks of Floating Point Butterfly Architecture

... Basically, a barrel shifter works to shift data by incremental stages which avoids extra clocks to the register and reduces the time spent shifting or rotating data (the specified number of bits are moved/shifted/rotated ...

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Foundations of Interval Computation

Foundations of Interval Computation

... IV. T HE STRUCTURE OF ROUGH NUMBERS The Ada programming language [Watt 1987] calls a real number a model number, if the real number can be stored exactly in a computer system with a radix of power of 2. Therefore, the ...

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Symbolic round-off error between floating-point and fixed-point

Symbolic round-off error between floating-point and fixed-point

... Following [6], we simplify our problem definition as follows. Given a mathematical function (input and output parameters are numeric) in the C programming language, with specifications for initial ranges of input ...

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First steps towards more numerical reproducibility*

First steps towards more numerical reproducibility*

... IEEE-754 arithmetic is proved to always return an highly accurate ...Interval arithmetic is well known to return such set but, in practice, is implemented with floating-point ...interval ...

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