Blueprint Signal Processing, Inc. - FPGA IP Cores for Signal Processing and Mathematics

For a current list of our FPGA IP Cores to implement Mathematical Algorithms, please contact us.

Below is an example combining Blueprint Signal Processing FPGA IP Cores to implement matrix mathematics:

Matrix Inversion FPGA IP Core

Mathematical Algorithms form the basis of signal processing technology.

Blueprint Signal Processing FPGA IP Cores implement a wide range of fixed point or floating point mathematical functions to support high performance, end-to-end signal processing:

Matrix and Vector Mathematical Functions (Matrix Inversion, etc.)
Trigonometric Functions
Statistical Math Functions
Calculus and Geometric Functions
Differential Equations
Special Functions

Blueprint Signal Processing FPGA IP Cores can implement a wide range of mathematical and signal processing functions, below is Lagrange Interpolator FPGA IP Core:

LaGrange Interpolator FPGA IP Core

To learn more about Blueprint Signal Processing FPGA IP Cores for Mathematical Algorithms please contact us.

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