The phrase "accurate evolution" is correct and usable in written English.
It can be used in contexts discussing the precise development or progression of a concept, idea, or biological process.
Example: "The research provided an accurate evolution of the species over the last century, highlighting key adaptations."
Alternatives: "precise development" or "exact progression."
However, the gas kinetic scheme (GKS) provides such a time accurate evolution model.
To further evaluate the genetic relationship of Senna species and offer a more accurate evolution view, ML-tree was also constructed.
Therefore, I hypothesized that combined instructional content of these areas would increase participant understanding of the concepts and development of accurate evolution conceptions, while resolving their misconceptions.
This suggests that it is crucial to utilize empirically supported instruction and curriculum to effectively address teachers' evolution misconceptions and promote the development of accurate evolution knowledge prior to their entering service.
A key ingredient of the scheme is a subgrid reconstruction of the filtered velocity field with desirable divergence properties, which is necessary for accurate evolution of the particle number density.
We use a level set implementation to assure a stable and accurate evolution of the surface and to handle changes of topology of the surface during the evolution process.
We used laminar premixed free flames to extend the manifolds generated with ILDM, thus leading to smooth and accurate evolutions of the species along all the flame front.
The development of the method includes an adaptive flow sensor with automatic selection on the amount of numerical dissipation needed at each flow location for more accurate DNS and LES simulations with less tuning of parameters for flows with a wide range of flow speed regime during the time-accurate evolution, e.g., time varying random forcing.
Teachers with misconception-laced subject knowledge will convey inaccurate or incomplete ideas to their students, resulting in a less than accurate biological evolution education, likely fraught with errors.
In this paper, we present a computational technique for cases where we believe that accurate closed evolution equations for a finite number of moments of the density function exist in principle, but are not explicitly available.
Students whose teachers possessed the misconception associated with statement 1 had a statistically significant (p <.05) -0.19 decrease in the mean number of misconceptions from pre- to post-instruction as compared to a -0.01 decrease in the mean number of misconceptions for students whose teachers possessed the accurate biological evolution concept for the statement.
