Quantum error correction is an important building block for reliable quantum information
processing. A challenging hurdle in the theory of quantum error correction is that it is …

We present the notion of a multilevel, slashable quorum system, where an application can
obtain gradual levels of assurance that a certain value is bound to be decided (or" finalized") …

In this paper, we study the connections between linear codes and projective geometries
over finite fields. Each of these two topics is interesting by itself and has been subject to …

The discovery of two fundamental error-correcting code families, known as turbo codes and
low-density parity-check (LDPC) codes, has led to a revolution in coding theory and to a …

Предмет на настоÿщата дисертациÿ са задачи за конструиране, изброÿване и
класификациÿ (според дадени свойства) на дизайни и сродни на тÿх обекти, в това …