Milena Svobodová

activity

20052018

s l (p^{2}, C)

generated by tensor product of generalized Pauli matrices and its symmetries

14 citations · 37 across the 6 of their papers we have counts for

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3 papers · 1 filter

math.NT2018★ 1 cited

Construction of Algorithms for Parallel Addition

Jan Legerský, Milena Svobodová

An algebraic number $β \in C$ with no conjugate of modulus 1 can serve as the base of a numeration system $(β, A)$ with parallel addition, i.e., the sum of two op…

math.NT2016★ 13 cited

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 $β$ in $C$ and a finite digit set $\m…

math.NT2013★ 1 cited

$k$ -block parallel addition versus $1$ -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. $k$ -block parallel addition has been introduced by Kornerup in 1999: instead of ma…

Construction of Algorithms for Parallel Addition

Minimal digit sets for parallel addition in non-standard numeration systems

k-block parallel addition versus 1-block parallel addition in non-standard numeration systems

$k$ -block parallel addition versus $1$ -block parallel addition in non-standard numeration systems