Capacity upper bounds for the deletion channel. Diggavi, S N., Mitzenmacher, M., & Pfister, H D. In IEEE International Symposium on Information Theory (ISIT), Nice,France, pages 1716–1720, June, 2007.
abstract   bibtex   
We present upper bounds on the capacity of the i.i.d. binary deletion channel, where each bit is independently deleted with a fixed probability d. We provide a general approach that gives a numerical answer for fixed d, and provide an argument that gives asymptotic upper bounds as d goes to 1. These appear to be the first non-trivial upper bounds for this probabilistic deletion channel.
@inproceedings{DMPj07,
 abstract = {We present upper bounds on the capacity of the i.i.d.
binary deletion channel, where each bit is independently deleted
with a fixed probability d. We provide a general approach that
gives a numerical answer for fixed d, and provide an argument
that gives asymptotic upper bounds as d goes to 1. These appear
to be the first non-trivial upper bounds for this probabilistic
deletion channel.},
 author = {S N. Diggavi and M. Mitzenmacher and H D. Pfister},
 booktitle = {IEEE International Symposium on Information Theory (ISIT), Nice,France},
 file = {:papers:delubisit07.pdf},
 month = {June},
 note = {},
 pages = {1716--1720},
 tags = {conf,DelChan,IT,SelConf},
 title = {Capacity upper bounds for the deletion channel},
 type = {4},
 year = {2007}
}

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