Description: Including the use of Gram-Schmit amended QR decomposition algorithm, self-LU decomposition, the use of power law and inverse power method to calculate maximum and minimum matrix eigenvalue procedures. With the exception of the examples of the use of these algorithms for reference. QR decomposition algorithm based on modified Gram-Schmit LU decomposition algorithm algorithm used to find maximum and minimum eigenvalue based on power and inverse power method and some examples are also included.
- [ART] - Adaptive Resonance Theory networks used
- [inverse] - Using matlab to write five matrix invers
- [NumericalLinearAlgebra] - Numerical linear algebra Matlab applicat
- [irisSOM] - Using matlab in som realize the iris cla
- [fuzzyopt] - For automotive cruise control system of
- [Time_Frequency_toolbox] - Non-stationary signal analysis of time-f
- [QRTT] - QR method for Joseph Berger Shanghai eig
- [QR] - With two-step displacement of the QR dec
- [power] - Power method of solution for highest/low
- [Gram_S] - classical Gram-Schmidt(unstable) (reduce
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