Monotonically independent operators have spectral maximum distribution matching classical max-convolution, with new subordination functions shown to exist for free max-convolution.
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Derives rates of convergence to the Boolean extreme value distribution for the normalized spectral maximum of Boolean independent positive operators under the von Mises condition.
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Monotone max-convolution and subordination functions for free max-convolution
Monotonically independent operators have spectral maximum distribution matching classical max-convolution, with new subordination functions shown to exist for free max-convolution.
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On the rate of convergence to the Boolean extreme value distribution under the von Mises condition
Derives rates of convergence to the Boolean extreme value distribution for the normalized spectral maximum of Boolean independent positive operators under the von Mises condition.