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19992012
most citedDecoding of Subspace Codes, a Problem of Schubert Calculus over Finite Fields

4 citations · 6 across the 7 of their papers we have counts for

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cs.IT20124 cited

Decoding of Subspace Codes, a Problem of Schubert Calculus over Finite Fields

Joachim Rosenthal, Anna-Lena Trautmann

Schubert calculus provides algebraic tools to solve enumerative problems. There have been several applied problems in systems theory, linear algebra and physics which were studied…

cs.IT20112 cited

Efficient evaluation of polynomials over finite fields

Davide Schipani, Michele Elia, Joachim Rosenthal

A method is described which allows to evaluate efficiently a polynomial in a (possibly trivial) extension of the finite field of its coefficients. Its complexity is shown to be low…

cs.IT2009

Decoding of MDP Convolutional Codes over the Erasure Channel

Virtudes Tomás, Joachim Rosenthal, Roxana Smarandache

This paper studies the decoding capabilities of maximum distance profile (MDP) convolutional codes over the erasure channel and compares them with the decoding capabilities of MDS…

cs.IT2008

Efficient recovering of operation tables of black box groups and rings

Jens Zumbragel, Gerard Maze, Joachim Rosenthal

People have been studying the following problem: Given a finite set S with a hidden (black box) binary operation * on S which might come from a group law, and suppose you have acce…

cs.IT2006

Zig-zag and Replacement Product Graphs and LDPC Codes

Christine A. Kelley, Deepak Sridhara, Joachim Rosenthal

The performance of codes defined from graphs depends on the expansion property of the underlying graph in a crucial way. Graph products, such as the zig-zag product and replacement…

cs.IT2005

Tree-Based Construction of LDPC Codes Having Good Pseudocodeword Weights

Christine Kelley, Deepak Sridhara, Joachim Rosenthal

We present a tree-based construction of LDPC codes that have minimum pseudocodeword weight equal to or almost equal to the minimum distance, and perform well with iterative decodin…