Sentence examples for constant degeneracy from inspiring English sources

The main weakness of approximate methods is that it assumes a constant degeneracy class for each site, whereas degeneracy changes over time as substitutions occur.

Due to the constant mass term and broken degeneracy, we obtain two independent Hilbert spaces.

They showed that these equations can be reduced to a ( 1 + 2 ) dimensional quasilinear symmetric hyperbolic system and the system possesses some interesting properties, such as nonstrict hyperbolicity, constant multiplicity of eigenvalues, linear degeneracy of all characteristic fields, and the strong null condition (see [8] and [9]).

This type of network can be thought of as having two sources of degeneracy: even if the constants ({psi_{k}}) are fixed, depending on parameters, there may be continuous families of neutrally stable periodic or quasiperiodic orbits.

As well as the degeneracy associated with the constants of motion of the WS ansatz, we also find continuous families of solutions for instantaneously coupled neurons, resulting from the reversibility of the reduced model and the form of the synaptic input.

However, an inherent 4-fold degeneracy exists since residual dipolar coupling constants can be satisfied by tensors which differ by 180° around the tensor axes.

Here, Δ is the ligand field splitting energy, describing the energy difference between HS and LS state Δ=E(HS −E(LS) evaluated at zero temperature and atmospheric pressure, k B is the Boltzmann constant, T is the temperature, and g is the degeneracy ratio between HS and LS states.

The degeneracy and drift could be limited by maintaining constant [Na+]i and [K+]i.

This proof is based on the concept of degeneracy which allows one to characterize the directions along which the potential remains constant.

In the PDE literature, one typically needs uniform non-degeneracy of G ε in terms of γ, namely there exists a constant c 0>0 such that begin{array}rcl@ G_{varepsilon}left(cdot, gamma + gamma^{prime}right) - G_{varepsilon}(cdot, gamma) ge c_{0} text{tr}left(gamma^{prime}right),quad forall gamma, gamma^{prime}in mathbb{S}^{d} ~text{with}~gamma^{prime} ge textbf{0}.

where Δ stands for the energy difference between HS and LS states (it is the enthalpy change associated with the LS→HS conversion) for an individual spin-crossover molecule, g=g HS/g LS is the degeneracy ratio between HS and LS energy levels, k B is the Boltzmann's constant.