- New commutative semifields and their nuclei Jurgen Bierbrauer
- An infinite family of 7designs Jurgen Bierbrauer
- Finite groups and fields Jurgen Bierbrauer
- Bounds on affine caps Jurgen Bierbrauer
- Lengthening and the GilbertVarshamov Yves Edel and Jurgen Bierbrauer
- Extending and lengthening BCHcodes Jurgen Bierbrauer
- 41 is the largest size of a cap in PG(4; 4) Mathematisches Institut der Universitat
- A family of crooked functions Jurgen Bierbrauer
- Direct constructions of additive codes Jurgen Bierbrauer
- COMBINATORICS II Permutation groups, designs and
- The spectrum of stabilizer quantum codes of Jurgen Bierbrauer
- New semifields, PN and APN functions Jurgen Bierbrauer
- Introduction to Group Theory Lecture Notes for MA 462
- Families of nets of low and medium strength Jurgen Bierbrauer
- The maximal size of a 3arc in PG(2; 8) Jurgen Bierbrauer
- Some friends of Alltop's designs 4 \Gamma (2 f + 1; 5; 5)
- A direct approach to linear programming bounds for codes and tmsnets
- Introduction to Combinatorics Jurgen Bierbrauer
- Finite Geometries Jurgen Bierbrauer
- The largest cap in AG(4; 4) and its uniqueness Mathematisches Institut der Universitat
- A family of caps in projective 4space in odd characteristic
- Large caps in small spaces Mathematisches Institut der Universitat
- The structure of some good codes Jurgen Bierbrauer
- Weakly biased arrays, weakly dependent arrays and errorcorrecting codes
- Construction of orthogonal arrays Jurgen Bierbrauer
- Jurgen Bierbrauer Department of Mathematical Sciences
- Groups and geometries Jurgen Bierbrauer
- Cyclic additive and quantum stabilizer codes Jurgen Bierbrauer
- Group Theory and Applications Gruppentheorie und Anwendungen
- Caps of order 3q 2 in affine 4space in characteristic 2
- A new family of 4designs Jurgen Bierbrauer
- Dense sphere packings from new codes Jurgen Bierbrauer
- A family of 2weight codes related to Jurgen Bierbrauer
- Bounds on orthogonal arrays and resilient Jurgen Bierbrauer
- Introduction to Group Theory and Applications
- Families of ternary (t; m; s)nets related to Mathematisches Institut der Universitat
- Caps on classical varieties and their projections Jurgen Bierbrauer
- Construction of digital nets from BCHcodes Mathematisches Institut der Universitat
- Orthogonal Arrays, Resilient Functions, Error Correcting Codes and Linear
- Information Theory/ Data Compression Jurgen Bierbrauer
- Additive quaternary codes of small length J urgen Bierbrauer jbierbra@mtu.edu
- New codes via the lengthening of BCH codes with UEP codes
- A note on the duality of linear programming bounds for orthogonal arrays and codes
- Quantum twisted codes Jurgen Bierbrauer
- New code parameters from ReedSolomon subfield codes
- Partition Identities Jurgen Bierbrauer
- Recursive constructions for large caps Mathematisches Institut der Universitat
- Innovations in Incidence Geometry Volume 6 (2007), Pages 289307
- Constructive asymptotic lower bounds on linear codes and weakly biased arrays
- Inverting construction Y 1 : Mathematisches Institut der Universitat
- The theory of cyclic codes and a generalization to additive codes
- Crooked binomials Jurgen Bierbrauer
- Some codes related to BCHcodes of low Mathematisches Institut der Universitat
- A family of highly symmetric codes Jurgen Bierbrauer
- Projective planes, coverings and a network Jurgen Bierbrauer
- New code parameters J.Bierbrauer/Y.Edel
- Almost Independent and Weakly Biased Arrays: Efficient Constructions and Cryptologic
- Codingtheoretic constructions for (t; m; s)nets and ordered orthogonal arrays
- A family of 4designs with block size 9 Jurgen Bierbrauer
- NordstromRobinson code and A 7 geometry Jurgen Bierbrauer
- Bibliography on tmsnets Jurgen Bierbrauer
- Theory of perpendicular arrays Jurgen Bierbrauer and Yves Edel
- Constructing good covering codes for applications in Steganography
- AN ASYMPTOTIC GILBERTVARSHAMOV BOUND FOR (T,M,S)NETS
- Short additive quaternary codes Jurgen Bierbrauer, Yves Edel, Giorgio Faina, Stefano Marcugini and Fernanda Pambianco
- LIST OF PUBLICATIONS Jurgen Bierbrauer
- A geometric non-existence proof of an extremal additive code
