Bodempudi, N.S.Rashmi, H.Chaturvedi, A.2026-02-0620242024 International Conference on Signal Processing and Communications, SPCOM 2024, 2024, Vol., , p. -https://doi.org/10.1109/SPCOM60851.2024.10631645https://idr.nitk.ac.in/handle/123456789/28973Generalized frequency division multiplexing (GFDM) offers more flexibility in choosing subsymbols, subcarriers, and pulse-shaping filters for efficient data transmission. Due to inherent non-orthogonality, GFDM produces intrinsic self-interference, namely inter-subsymbol interference (ISI) and inter-subcarrier interference (ICI). An Eigendecomposition-based GFDM (ED-GFDM) utilizes a matched filter (MF) receiver, this architecture can mitigate self-interference without any noise enhancement. Nevertheless, in wireless channels, the propagation of ED-GFDM is affected by channel characteristics like nonlinearity and non-homogeneity. Usually, a generalized α-μ fading channel is modeled to capture the channel characteristics in terms of fading parameters α and μ. Specific combinations of α and μ result in various fading environments like Rayleigh, Exponential, Nakagami-m, etc. This paper aims to derive accurate closed-form expressions for Symbol Error Rate (SER) and ergodic channel capacity for ED-GFDM using M-PSK modulation with a MF receiver. Obtained simulation results are analyzed and validated with the expected theoretical results. © 2024 IEEE.capacityEigen decompositionfadingGFDMoutage probabilityprototype filterSER