Series Introduction / K. J. Ray Liu |
Preface |
Introduction / 1: |
Post Equalizations / 1.1: |
Transmitter Assisted Equalizations / 1.2: |
TH Precoding / 1.2.1: |
Modulated Coding and Vector Coding / 1.2.2: |
Information Rates and Capacity of an ISI Channel with AWGN / 1.3: |
Some Notations / 1.4: |
Modulated Codes: Fundamentals and Coding Gain / 2: |
Modulated Codes / 2.1: |
Coding Gain in AWGN Channel / 2.2: |
MC Combined with an ISI Channel / 2.3: |
Coding Gain in ISI Channels / 2.4: |
More Results on Coding Gain / 2.5: |
Existence of Rate 2/[Gamma] MC with Coding Gain / 2.5.1: |
Some Sufficient Conditions on the Existence of Higher Rate Block MC with Coding Gain / 2.5.2: |
A Method on the Rate Estimation of MC with Coding Gain / 2.5.3: |
Lower and Upper Bounds on the Coding Gain / 2.5.4: |
Joint Maximum-Likelihood Encoding and Decoding / 3: |
Performance Analysis of MC / 3.1: |
A Method for Computing the Distance Spectrum of Modulated Codes / 3.2: |
Error-Pattern Trellis / 3.2.1: |
Distance Spectrum and Bidirectional Searching Algorithm / 3.2.2: |
Simulation Examples / 3.3: |
An Algorithm for Searching the Optimal MC Given an ISI Channel / 3.4: |
Modulated Code Coded Decision Feedback Equalizer / 4: |
MC Coded Zero-Forcing DFE / 4.1: |
Performance Analysis / 4.1.1: |
The Optimal MC Design / 4.1.2: |
Some Simulation Results / 4.1.3: |
MC Coded Minimum Mean Square Error DFE / 4.2: |
Optimal Decision-Delay and Coefficients of an MC Coded MMSE-DFE / 4.2.1: |
Optimal Block MC for MC Coded MMSE-DFE / 4.2.2: |
Simulation Results / 4.2.3: |
An Optimal MC Design Converting ISI Channel into ISI-Free Channel / 4.3: |
An Optimal Modulated Code Design / 4.3.1: |
A Sub-optimal Modulated Code Design / 4.3.2: |
Delayed Design / 4.3.3: |
Capacity and Information Rates for Modulated Code Coded Intersymbol Interference Channels / 4.3.4: |
Some Lower Bounds of Capacity and Information Rates / 5.1: |
MC Existence with Increased Information Rates / 5.2: |
Numerical Results / 5.3: |
Combined Turbo and MC Coding / 5.4: |
Joint Turbo and Modulated Code Encoding / 5.4.1: |
Joint Soft Turbo and MC Decoding / 5.4.2: |
Space-Time Modulated Coding for Memory Channels / 5.4.3: |
Channel Model and Space-Time MC / 6.1: |
Space-Time MC Coded ZF-DFE / 6.2: |
MC Coded ZF-DFE and Performance Analysis / 6.2.1: |
The Optimal Space-Time MC Design / 6.2.2: |
Capacity and Information Rates of the Space-Time MC Coded MIMO Systems / 6.3: |
Capacity and Information Rates of MIMO Systems without MC Encoding / 6.3.1: |
Modulated Code Coded Orthogonal Frequency Division Multiplexing Systems / 6.3.2: |
OFDM Systems for ISI Channels / 7.1: |
General MC Coded OFDM Systems for ISI Channels / 7.2: |
Channel Independent MC Coded OFDM System for ISI Channels / 7.3: |
A Special MC / 7.3.1: |
An Example / 7.3.2: |
Performance Analysis of MC Coded OFDM Systems for ISI Channels / 7.3.3: |
Vector OFDM Systems / 7.3.4: |
Channel Independent MC Coded OFDM System for Frequency-Selective Fading Channels / 7.3.5: |
Polynomial Ambiguity Resistant Modulated Codes for Blind ISI Mitigation / 7.4.1: |
PARMC: Definitions / 8.1: |
Basic Properties and a Family of PARMC / 8.2: |
Applications in Blind Identification / 8.3: |
Blind Identifiability / 8.3.1: |
An Algebraic Blind Identification Algorithm / 8.3.2: |
Applications in Communication Systems / 8.4: |
Applications in Single-Receiver, Baud-Rate Sampled Systems / 8.4.1: |
Applications in Undersampled Antenna Array Receiver Systems / 8.4.2: |
Numerical Examples / 8.5: |
Single Antenna Receiver with Baud Sampling Rate / 8.5.1: |
Undersampled Antenna Array Receivers / 8.5.2: |
Characterization and Construction of Polynomial Ambiguity Resistant Modulated Codes / 9: |
PAR-Equivalence and Canonical Forms for Irreducible Polynomial Matrices / 9.1: |
(Strong) rth PARMC with N ] K / 9.2: |
(Strong) rth PARMC with N = K + 1 / 9.3: |
An Optimal Polynomial Ambiguity Resistant Modulated Code Design / 10: |
A Criterion for PARMC Design / 10.1: |
Optimal Systematic PARMC / 10.2: |
Conclusions and Some Open Problems / 10.3: |
Some Fundamentals on Multirate Filterbank Theory / A: |
Some Basic Building Blocks / A.1: |
Decimator and Expander / A.1.1: |
Noble Identities / A.1.2: |
Polyphase Representations / A.1.3: |
M-Channel Multirate Filterbanks / A.2: |
Maximally Decimated Multirate Filterbanks: Perfect Reconstruction and Aliasing Component Matrix / A.2.1: |
Maximally Decimated Multirate Filterbanks: Perfect Reconstruction and Polyphase Matrix / A.2.2: |
Perfect Reconstruction FIR Multirate Filterbank Factorization and Construction / A.3: |
Factorization of FIR Polyphase Matrices with FIR Inverses / A.3.1: |
Factorization of Paraunitary FIR Matrix Polynomials / A.3.2: |
Perfect Reconstruction Multirate Filterbank Design / A.3.3: |
DFT and Cosine Modulated Filterbanks / A.4: |
DFT Filterbanks / A.4.1: |
Cosine Modulated Filterbanks / A.4.2: |
Bibliography |
Index |
Series Introduction / K. J. Ray Liu |
Preface |
Introduction / 1: |
Post Equalizations / 1.1: |
Transmitter Assisted Equalizations / 1.2: |
TH Precoding / 1.2.1: |