Pages that link to "Item:Q3174846"
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The following pages link to Maps preserving the local spectrum of some matrix products (Q3174846):
Displaying 22 items.
- Maps preserving the local spectrum of Jordan product of matrices (Q491128) (← links)
- Holomorphic maps preserving parts of the local spectrum (Q494608) (← links)
- Multiplicatively local spectrum-preserving maps (Q1747125) (← links)
- Preservers of local spectra of matrix sums (Q1938706) (← links)
- Condition spectrum of rank one operators and preservers of the condition spectrum of skew product of operators (Q2204951) (← links)
- Preservers of local spectrum of matrix Jordan triple products (Q2261565) (← links)
- Maps preserving the inner local spectral radius zero of generalized product of operators (Q2311411) (← links)
- Maps preserving the spectrum of polynomial products of matrices (Q2325938) (← links)
- Maps on matrices compressing the local spectrum in the spectrum (Q2347360) (← links)
- Linear maps on \(M_{n}(\mathbb C)\) preserving the local spectrum (Q2459960) (← links)
- Maps on matrices preserving local spectra (Q2850982) (← links)
- Surjective maps on matrices preserving the local spectral radius distance (Q2926000) (← links)
- Maps preserving the local spectrum of quadratic products of matrices (Q3176693) (← links)
- Spectrum and local spectrum preservers of skew Lie products of matrices (Q3295980) (← links)
- Multiplicatively pseudo spectrum-preserving maps (Q3296071) (← links)
- Recent progress on local spectrum-preserving maps (Q3296074) (← links)
- On the local spectral properties of the left multiplication operators (Q4988380) (← links)
- Maps preserving the peripheral local spectrum of some product of operators (Q5205408) (← links)
- A note on preservers of pseudo spectrum of matrix products (Q5216892) (← links)
- Maps preserving the pseudo spectrum of skew triple product of operators (Q5235777) (← links)
- Continuous maps preserving local spectra of matrices (Q5962496) (← links)
- Preservers of the local spectral radii (Q6204391) (← links)
