Thesis Type: Postgraduate
Institution Of The Thesis: Middle East Technical University, Graduate School of Natural and Applied Sciences, Graduate School of Natural and Applied Sciences, Turkey
Approval Date: 2022
Thesis Language: English
Student: MÜCAHİT FURKAN YILDIZ
Supervisor: Barış Nakiboğlu
Abstract:
A decomposition property for the tilted
channel of the fast fading channels with the channel state information
at the receiver is proposed. A necessary and sufficient condition for
the decomposition and the resulting expressions for the sphere packing
exponent and the random coding exponent are determined. These
expressions are used to calculate the error exponents for the discrete
memoryless channels with certain symmetries. The existence of a similar
decomposition property for Gaussian channels under Gaussian input
distributions is analyzed.