Rossitza Dodunekova
Showing 38 publications
On the properness of some binary linear codes and their dual codes
Sufficient conditions for interval properness of linear error detecting codes
Properness of binary linear error-detecting codes in terms of basic parameters
Error detection with a class of irreducible binary cyclic codes and their dual codes
Error detection with a class of cyclic codes
Error detection with a class of q-ary two-weight codes
Intervals of properness for binary linear error-detecting codes
On the error-detecting performance of a class of irreducible binary cyclic codes and their duals
On the error-detecting performance of some classes of block codes
Non-linear binary codes for error detection
Characterization of the geometric and exponential random variables
On the error-detecting performance of some classes of block codes
Error detection with a class of irreducible binary cyclic codes and their dual codes
t-good and t-proper linear error correcting codes
Characterization of the geometric and exponential random variables
Extended binomial moments of a linear code and the undetected error probability
The duals of MMD codes are proper for error detection
On the binomial moments of linear codes and undetected error probability
The MMD codes are proper for error detection
t-good and t-proper linear error correcting codes
Sufficient conditions for good and proper linear error detecting codes via their duals
Sufficient conditions for good and proper error detecting codes via their duals
Sufficient conditions for good and proper error detecting codes
Almost-MDS and near-MDS codes for error detection
Intermediate St. Petersburg sums
The domain of partial attraction of an infinitely divisible law without a normal component
The domain of partial attraction of a Poisson law
Limit theorems for the Petersburg game
Infinitely divisible laws partially attracted to a Poisson law
Download publication list
You can download this list to your computer.
Filter and download publication list
As logged in user (Chalmers employee) you find more export functions in MyResearch.
You may also import these directly to Zotero or Mendeley by using a browser plugin. These are found herer:
Zotero Connector
Mendeley Web Importer
The service SwePub offers export of contents from Research in other formats, such as Harvard and Oxford in .RIS, BibTex and RefWorks format.