The CORDIC algorithms provide a VLSI hardware technique for computing the inverse tangents and vector rotations needed by many matrix decomposition algorithms. Although normally stated for fixed-point arithmetic, the CORDIC algorithms may be performed in floating-point arithmetic. A novel simplified CORDIC processor composed of floating-point data paths with a fixed-point angle calculation is proposed. This hybrid processor allows sufficient accuracy for matrix computations.Army Research OfficeIBM Graduate FellowshipCornell Universit
Abstract CORDIC (Coordinate Rotation Digital Computer) is an iterative algorithm for the calculation...
Abstract. New, efficient, 8-D rotation CORDIC-like algorithms for matrix computations are presented....
The traditional method for solving trigonometric functions utilizing look up tables or the power ser...
Journal PaperThe coordinate rotation digital computer (CORDIC) algorithm is used in numerous special...
The CO-ordinate Rotation DIgital Computer (CORDIC) has been a prevailing computational tool for a wi...
Matrix factorizations are important in many real-time signal processing applications. In order to i...
A floating-point arithmetic unit based on the CORDIC algorithm is described. It computes a wide rang...
CORDIC or CO ordinate Rotation Digital Computer is a fast, simple, efficient and powerful algorithm ...
CORDIC (Coordinate Rotation Digital Computer) is an algorithm for computing transcendental functions...
A survey of the new algorithm-architecture interaction arising from the use of vector rotations as p...
This work describes a floating-point arithmetic unit based on the CORDIC algorithm. The unit compute...
Matrix factorizations are important in many real-time signal processing applications. In order to im...
Abstract — COordinate Rotation DIgital Computer (CORDIC) algorithm has potential for efficient and l...
[[abstract]]This thesis is a study of embedding the CORDIC(COodinate Rotation DIgital Computer) algo...
The current trend back toward hardware intensive signal processing has uncovered a relative lack of ...
Abstract CORDIC (Coordinate Rotation Digital Computer) is an iterative algorithm for the calculation...
Abstract. New, efficient, 8-D rotation CORDIC-like algorithms for matrix computations are presented....
The traditional method for solving trigonometric functions utilizing look up tables or the power ser...
Journal PaperThe coordinate rotation digital computer (CORDIC) algorithm is used in numerous special...
The CO-ordinate Rotation DIgital Computer (CORDIC) has been a prevailing computational tool for a wi...
Matrix factorizations are important in many real-time signal processing applications. In order to i...
A floating-point arithmetic unit based on the CORDIC algorithm is described. It computes a wide rang...
CORDIC or CO ordinate Rotation Digital Computer is a fast, simple, efficient and powerful algorithm ...
CORDIC (Coordinate Rotation Digital Computer) is an algorithm for computing transcendental functions...
A survey of the new algorithm-architecture interaction arising from the use of vector rotations as p...
This work describes a floating-point arithmetic unit based on the CORDIC algorithm. The unit compute...
Matrix factorizations are important in many real-time signal processing applications. In order to im...
Abstract — COordinate Rotation DIgital Computer (CORDIC) algorithm has potential for efficient and l...
[[abstract]]This thesis is a study of embedding the CORDIC(COodinate Rotation DIgital Computer) algo...
The current trend back toward hardware intensive signal processing has uncovered a relative lack of ...
Abstract CORDIC (Coordinate Rotation Digital Computer) is an iterative algorithm for the calculation...
Abstract. New, efficient, 8-D rotation CORDIC-like algorithms for matrix computations are presented....
The traditional method for solving trigonometric functions utilizing look up tables or the power ser...