14 citations · 37 across the 6 of their papers we have counts for
6 papers
Construction of Algorithms for Parallel Addition
Jan Legerský, Milena Svobodová
An algebraic number with no conjugate of modulus 1 can serve as the base of a numeration system with parallel addition, i.e., the sum of two op…
Minimal digit sets for parallel addition in non-standard numeration systems
Christiane Frougny, Edita Pelantova, Milena Svobodova
We study parallel algorithms for addition of numbers having finite representation in a positional numeration system defined by a base in and a finite digit set $\m…
On-line algorithms for multiplication and division in real and complex numeration systems
Christiane Frougny, Marta Pavelka, Edita Pelantova +1
A positional numeration system is given by a base and by a set of digits. The base is a real or complex number such that , and the digit set is a finite set of digit…
-block parallel addition versus -block parallel addition in non-standard numeration systems
Christiane Frougny, Pavel Heller, Edita Pelantová +1
Parallel addition in integer base is used for speeding up multiplication and division algorithms. -block parallel addition has been introduced by Kornerup in 1999: instead of ma…
Fine Gradings of Low-Rank Complex Lie Algebras and of Their Real Forms
Milena Svobodova
In this review paper, we treat the topic of fine gradings of Lie algebras. This concept is important not only for investigating the structural properties of the algebras, but, on t…
Fine grading of generated by tensor product of generalized Pauli matrices and its symmetries
Edita Pelantova, Milena Svobodova, Sébastien Tremblay
Study of the normalizer of the MAD-group corresponding to a finegrading offers the most important tool for describing symmetries in the system of non-linear equations connected wit…