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We investigate the proportional relationships for spectrums and for SJNFs(Standard Jordan Normal Forms) of the matrices constructed from coefficientmatrices of two SLOCC (stochastic local operations and classical communication)equivalent states of $n$ qubits. Invoking the proportional relationships forspectrums and for SJNFs, pure states of $n$ ($\geq 4$) qubits are partitionedinto 12 groups and 34 families under SLOCC, respectively. Specially, it is truefor four qubits.

SLOCC classification of n qubits invoking the proportional relationships for spectrums and for standard Jordan normal forms