Its performances highly depend on MIMO channel characteristics, which vary according to both the number of antennas and their distribution between the ...

By using the decomposition of the ordered Wishart distribution in the uncorrelated Rayleigh case, we derived a closed-form expression of the largest eigenvalue ...

This paper analyzes MIMO systems with multichannel beamforming in Ricean fading. Our results apply to a wide class of multichannel systems which transmit on the ...

New Closed-Form of the Largest Eigenvalue PDF for Max-SNR MIMO System Performances. Authors. Jonathan LETESSIER; Baptiste VRIGNEAU; Philippe ROSTAING; Gilles ...

Jonathan Letessier, Baptiste Vrigneau, Philippe Rostaing, Gilles Burel : New Closed-Form of the Largest Eigenvalue PDF for Max-SNR MIMO System Performances.

Jonathan Letessier's 12 research works with 122 citations, including: New closed-form of the largest eigenvalue PDF for Max-SNR MIMO system performances.

Dec 31, 2021 · New Closed-Form of the Largest Eigenvalue PDF for Max-SNR MIMO System Performances. Multiple-input multiple-output (MIMO) maxi-mum-SNR (max-SNR) ...

Mar 17, 2023 · The first part of this paper is about the determination of the p.d.f. of the largest eigenvalue to the Wishart matrix in a closed form for a ...

Largest eigenvalue of complex Wishart matrices and performance analysis of MIMO MRC systems.

puted in closed form. It can be shown that the maximum of the largest efficient channel eigenvalue occurs at t = 0 and is equal to λ1(H)/λ2(Z). The minimum ...