Three code constructions generating new families of good nonbinary quantum codes are
presented in this paper. The first two ones are derived from Hermitian self-orthogonal non …

Theory of quantum information and computation has been extensively investigated in the
last two decades (see the textbook [121] by Nielsen and Chuang and the references [25, 53 …

New families of good q-ary (q is an odd prime power) Calderbank–Shor–Steane (CSS)
quantum codes derived from two distinct classical Bose–Chaudhuri–Hocquenghem (BCH) …

Current work presents a new approach to quantum surface codes on compact surfaces with
genus g≥ 2 using the identification of these surfaces with hyperbolic polygons and …

Topological color codes are among the stabilizer codes with remarkable properties from the
quantum information perspective. In this paper, we construct a lattice, the so-called ruby …

Current work presents a new approach to quantum color codes on compact surfaces with
genus g≥ 2 using the identification of these surfaces with hyperbolic polygons and …

Current research builds labelings for geometrically uniform codes on the double torus
through tiling groups. At least one labeling group was provided for all of the 11 regular …

We have studied the dynamics of a generalized toric code based on qudits at finite
temperature by finding the master equation coupling the code's degrees of freedom to a …

In the last three decades, several constructions of quantum error-correcting codes were
presented in the literature. Among these codes, there are the asymmetric ones, ie, quantum …

In this paper we present six classes of topological quantum codes (TQC) on
compactsurfaces with genus g≥ 2. These codes are derived from self-dual, quasi self-dual …