In this paper we analyze LT and Raptor codes under inactivation decoding. A first order analysis is introduced, which provides the expected number of inactivations for an LT code, as a function of the output distribution, the number of input symbols and the decoding overhead. The analysis is then extended to the calculation of the distribution of the number of inactivations. In both cases, random inactivation is assumed. The developed analytical tools are then exploited to design LT and Raptor codes, enabling a tight control on the decoding complexity vs. failure probability trade-off. The accuracy of the approach is confirmed by numerical simulations
In this paper we propose a new design of LT codes, which decreases the amount of necessary overhead ...
LT codes provide an efficient way to transfer information over erasure channels. Past research has i...
Digital fountain codes are a new class of random error correcting codes designed for efficient and r...
In this paper we analyze LT and Raptor codes under inactivation decoding. A first order analysis is ...
Based on recent results on the performance of LT codes under inactivation decoding, we show how to d...
We provide two analytical tools to model the inactivation decoding process of LT codes. First, a mod...
We present a simple model of inactivation decoding for LT codes which can be used to estimate the de...
LT-codes are a new class of codes introduced by Luby for the purpose of scalable and fault-tolerant ...
Abstract—LT-codes are a new class of codes introduced by Luby for the purpose of scalable and fault-...
In this paper upper and lower bounds on the probability of decoding failure under maximum likelihood...
In this paper q-ary Raptor codes under ML decoding are considered. An upper bound on the probability...
Raptor codes are a class of rateless codes originally designed for binary erasure channels. This pap...
© 2016 IEEE. In this paper, we analyze the maximum likelihood decoding performance of Raptor codes w...
Abstract—In this paper, we present an analytical analysis of the convergence of raptor codes under j...
This paper proposes a concept called rateless feedback coding. We redesign the existing LT and Rapto...
In this paper we propose a new design of LT codes, which decreases the amount of necessary overhead ...
LT codes provide an efficient way to transfer information over erasure channels. Past research has i...
Digital fountain codes are a new class of random error correcting codes designed for efficient and r...
In this paper we analyze LT and Raptor codes under inactivation decoding. A first order analysis is ...
Based on recent results on the performance of LT codes under inactivation decoding, we show how to d...
We provide two analytical tools to model the inactivation decoding process of LT codes. First, a mod...
We present a simple model of inactivation decoding for LT codes which can be used to estimate the de...
LT-codes are a new class of codes introduced by Luby for the purpose of scalable and fault-tolerant ...
Abstract—LT-codes are a new class of codes introduced by Luby for the purpose of scalable and fault-...
In this paper upper and lower bounds on the probability of decoding failure under maximum likelihood...
In this paper q-ary Raptor codes under ML decoding are considered. An upper bound on the probability...
Raptor codes are a class of rateless codes originally designed for binary erasure channels. This pap...
© 2016 IEEE. In this paper, we analyze the maximum likelihood decoding performance of Raptor codes w...
Abstract—In this paper, we present an analytical analysis of the convergence of raptor codes under j...
This paper proposes a concept called rateless feedback coding. We redesign the existing LT and Rapto...
In this paper we propose a new design of LT codes, which decreases the amount of necessary overhead ...
LT codes provide an efficient way to transfer information over erasure channels. Past research has i...
Digital fountain codes are a new class of random error correcting codes designed for efficient and r...