# Search results

Journal of Computational Physics > 2015 > 292 > Complete > 287-299

Mathematical Methods in the Applied Sciences > 43 > 9 > 6117 - 6125

Angewandte Chemie International Edition > 59 > 20 > 7650 - 7651

Angewandte Chemie > 132 > 20 > 7722 - 7723

European Journal of Neuroscience > 51 > 3 > 922 - 936

*symmetry*) and when they have opposite luminance polarity (

*anti‐symmetry*). Using electroencephalography, we measured the well‐established sustained posterior negativity (SPN) response to symmetry and anti‐symmetry. In one task, participants judged the...

Filozofia Nauki > 2020 > 28 > 1(109) > 5-24

Annals of the New York Academy of Sciences > 1458 > 1 > 9 - 25

physica status solidi (b) > 256 > 12 > n/a - n/a

New Phytologist > 225 > 1 > 53 - 69

Algebra universalis > 2019 > 80 > 4 > 1-19

*n*-ary semigroup is reducible to a binary semigroup, and we provide necessary and sufficient conditions for such a reduction to be unique. These results are then refined in the case of symmetric

*n*-ary semigroups. We also explicitly determine the sizes of these classes when the semigroups are defined on finite sets. As a byproduct of these enumerations, we obtain several...

International Journal of Theoretical Physics > 2019 > 58 > 12 > 4258-4277

Theoretical and Mathematical Physics > 2019 > 201 > 1 > 1442-1456

Advances in Difference Equations > 2019 > 2019 > 1 > 1-8

BMC Biology > 2019 > 17 > 1 > 1-19

Advances in Difference Equations > 2019 > 2019 > 1 > 1-20

Laser & Photonics Reviews > 13 > 10 > n/a - n/a

Regular and Chaotic Dynamics > 2019 > 24 > 5 > 450-463

*n*-dimensional Chaplygin sphere under the assumption that the mass distribution of the sphere is axisymmetric. We prove that, for initial conditions whose angular momentum about the contact point is vertical, the dynamics is quasi-periodic. For

*n*= 4 we perform the reduction by the associated SO(3) symmetry and show that the reduced system is integrable by the Euler-Jacobi theorem.

Regular and Chaotic Dynamics > 2019 > 24 > 5 > 511-524