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Some additive results for the W g-Drazin inverse of Banach space operators
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We investigate additive properties of W g–Drazin inverse of two W g-Drazin invertible linear operators in Banach spaces under the commutative case. These results generalize recent works on the Drazin inverse of complex matrices.
Technical University of Cluj Napoca, North University Center of Baia Mare
Title: Some additive results for the W g-Drazin inverse of Banach space operators
Description:
We investigate additive properties of W g–Drazin inverse of two W g-Drazin invertible linear operators in Banach spaces under the commutative case.
These results generalize recent works on the Drazin inverse of complex matrices.
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