
- Linear Programming Bounds on the Degree Distributions of LDPC Code Ensembles
- ON UNIVERSAL LDPC CODE ENSEMBLES Igal Sason Boaz Shuval
- Parity-Check Density versus Performance of Binary Linear Block Codes over Memoryless Symmetric
- On Interleaved, Differentially Encoded Convolutional Codes Michael Peleg, Igal Sason, Shlomo Shamai (Shitz) and Avner Elia
- ACCEPTED TO IEEE TRANS. ON INFORMATION THEORY. FINAL VERSION, APRIL 2011 1 ON UNIVERSAL LDPC CODES OVER
- TO APPEAR IN THE IEEE TRANSACTIONS ON INFORMATION THEORY, AUGUST 2010. 1 Performance Bounds for Erasure, List and Decision
- ACCEPTED TO THE IEEE TRANSACTIONS ON INFORMATION THEORY, REVISED FEBRUARY 2009. 1 Bounds on the Number of Iterations for Turbo-Like
- Accumulate-Repeat-Accumulate Codes: Capacity-Achieving Ensembles of Systematic Codes
- Tightened Upper Bounds on the ML Decoding Error Probability of Binary Linear Block Codes
- On the Error Exponents of Improved Tangential Sphere Bounds
- Complexity versus Performance of Capacity-Achieving Irregular Repeat-Accumulate Codes on the Binary
- Tight Exponential Upper Bounds on the ML Decoding Error Probability of Block Codes Over Fully Interleaved Fading Channels
- Variations on the Gallager Bounds, Connections and Applications
- On the Asymptotic Input-Output Weight Distributions and Thresholds of Convolutional and Turbo-Like Codes
- On Union Bounds for Random Serially Concatenated Turbo Codes with Maximum
- IEEE COMMUNICATIONS LETTERS, VOL. 4, NO. 3, MARCH 2000 89 Improved Upper Bounds on the Ensemble
- Improved Upper Bounds on the ML Decoding Error Probability of Parallel and Serial Concatenated Turbo
- Bounds on the Error Probability of ML Decoding for Block and Turbo-Block Codes
- Gallager-Type Bounds for Non-Binary Linear Block Codes over Memoryless Symmetric Channels
- Bounds on the Number of Iterations for Turbo-Like Code Ensembles over the Binary Erasure Channel
- Bounds on the Convergence Speed of Iterative Message-Passing Decoders over the Binary
- Lower Bounds on the Graphical Complexity of Finite-Length LDPC Codes
- Capacity-Achieving Accumulate-Repeat-Accumulate Codes for the BEC with Bounded Complexity
- Performance versus Complexity Per Iteration for LDPC Codes: An Information Theoretic Approach
- Accumulate-Repeat-Accumulate Codes: Systematic Codes Achieving the Binary Erasure
- On the Parity-Check Density and Achievable Rates of LDPC Codes for Memoryless Binary-Input
- An Improved Sphere-Packing Bound for Finite-Length Codes over Symmetric Memoryless Channels
- An Improved Sphere-Packing Bound for Finite-Length Codes over Symmetric Memoryless
- Accumulate-Repeat-Accumulate Codes: Systematic Codes Achieving the Binary
- Gallager-Type Bounds for Non-Binary Linear Block Codes over Memoryless Symmetric Channels
- On the Density of Parity-Check Matrices of Capacity-Approaching Binary and Linear Codes on
- Recent Results on Capacity-Achieving Codes for the Erasure Channel with Bounded Complexity
- On Achievable Rates and Complexity of LDPC Codes over Parallel Channels: Bounds and
- Capacity-Achieving Ensembles for the Binary Erasure Channel With Bounded Complexity
- On Universal Properties of Capacity-Approaching LDPC Code Ensembles
- On the Error Exponents of Improved Tangential-Sphere Bounds
- Theoretic and Practical Aspects on the Performance versus Complexity Tradeoff for
- THEORETICAL AND PRACTICAL ASPECTS ON THE PERFORMANCE
- Gallager-Type Bounds for Parallel Channels with Applications to Modern Coding Techniques
- TIGHTENED UPPER BOUNDS ON THE ML DECODING ERROR
- Performance versus Complexity Per Iteration for LDPC Codes: An Information Theoretic Approach
- On Improved Bounds on the Decoding Error Probability of Block Codes over Interleaved Fading
- TO APPEAR IN THE IEEE TRANSACTIONS ON INFORMATION THEORY, VOL. 54, NO. 5, MAY 2008 1 An Improved Sphere-Packing Bound for Finite-Length Codes
- On the Fundamental System of Cycles in the Bipartite Graphs of LDPC Code Ensembles
- On Universal LDPC Code Ensembles Igal Sason Boaz Shuval
- On Achievable Rate Regions for the Gaussian Interference Channel
- Parity-Check Density versus Performance of Binary Linear Block Codes: New Bounds and Applications
- Coding for Parallel Channels: Gallager Bounds and Applications to Turbo-Like Codes
- TO APPEAR IN THE IEEE TRANSACTIONS ON INFORMATION THEORY, JULY 2009. 1 On Universal Properties of Capacity-Approaching
- Linear Programming Bounds on the Degree Distributions of LDPC Code Ensembles
- On the Tradeoff Between Performance and Complexity for Codes on Graphs: Bounds and Constructions
- On the Parity-Check Density and Achievable Rates of LDPC Codes for
- On the Fundamental System of Cycles in the Bipartite Graphs of LDPC Code Ensembles
- Performance versus Complexity Per Iteration for Low-Density Parity-Check Codes: An Information-Theoretic Approach
- Analytical Bounds on Maximum-Likelihood Decoded Linear Codes with Applications to Turbo-Like Codes
- Analytical Bounds on Maximum-Likelihood Decoded Linear Codes with Applications to Turbo-Like Codes: An Overview
- Log-Domain Calculation of the 1959 Sphere-Packing Bound with Application to M-ary PSK Block Coded Modulation
- Information-Theoretic Bounds on the Parity-Check Density of LDPC Codes: Old and New Results
- Capacity-Achieving Ensembles for the Binary Erasure Channel with Bounded Complexity
- Tightened Upper Bounds on the ML Decoding Error Probability of Binary Linear Block Codes
- Information-Theoretic Bounds on the Parity-Check Density of LDPC Codes: Old and New Results
- On Achievable Rates and Complexity of LDPC Codes for Parallel Channels: Information-Theoretic Bounds and Applications
- On Universal Properties of Capacity-Approaching LDPC Code Ensembles
- On the Error Exponents of Improved Tangential-Sphere Bounds
- The Tangential-Sphere Bound and Improved Versions Gallager (1965) Bound
- Coding for Parallel Channels: Gallager Bounds and Applications to Repeat-Accumulate Codes
- Capacity-Achieving Codes for the Binary Erasure Channel with Bounded Complexity
- Information-Theoretic Bounds on the Parity-Check Density of LDPC Codes: Previous and Recent Results
- Lower Bounds on the Graphical Complexity of Finite-Length LDPC Codes
- Performance Analysis of Linear Codes under
- An Improved Sphere-Packing Bound Targeting Codes of Short to Moderate Block Lengths and Applications
- SUBMITTED TO THE IEEE TRANSACTIONS ON INFORMATION THEORY ON APRIL 23, 2008. REVISED OCTOBER 30, 2008. 1 Performance Bounds for Non-Binary Linear Block
- Polar Coding for Parallel Channels Eran Hof Igal Sason Shlomo Shamai Chao Tian
- On Concentration and Moderate-Deviations Analysis of Binary Hypothesis Testing
- On the Concentration of the Crest Factor for OFDM Department of Electrical Engineering
- On Concentration of Measures for LDPC Code Igal Sason Ronen Eshel
- On the Concentration of the Crest Factor for OFDM Department of Electrical Engineering
- Aspects of convex optimization and concentration in Ronen Eshel
- On Concentration of Measures for LDPC Code Ensembles Igal Sason Ronen Eshel
- On Concentration for Martingales and Applications in Information Theory and Communications
- On the Concentration of the Crest Factor for OFDM Signals