The phrase "achieve a simplification" is correct and usable in written English.
You can use it when discussing the process of making something simpler or more straightforward, often in a technical or analytical context.
Example: "Our goal is to achieve a simplification of the complex algorithm to improve its efficiency."
Alternatives: "attain a simplification" or "reach a simplification."
We can then achieve a formal simplification of these results by introducing the longitudinal polarization {rho}_L={E}_z/{E}_x. (13).
Since the dynamics of the experimental data and those of the generalised VJ model achieve a close match, we explore numerically tractable simplifications to the equations.
This final design, which will be validated by building a Pre-Production Cryopump, achieves a number of simplifications and is expected to solve issues identified in previous concepts.
Hence, PFC design simplifications are outlined in the paper showing the possibility of achieving a cost reduction of 50%.
A vaginal approach to the colpotomy is proposed to achieve this simplification.
The concept of complete flashing cycle (CFC) is then introduced as a mean of achieving an unmatched system layout simplification, while preserving conversion efficiency.
However, neural field models describe these complicated system mathematically in a few equations, essentially by using the large number of neurons to achieve simplification in terms of mass action.
Another amendment to achieve simplification, which I do not think the Commissioner has before him because only the Spanish version is concerned, is Amendment No 1, which replaces the expression 'public telecommunication services' by 'accessible telecommunication services'.
This can be partially achieved through simplification of the collection and reporting process, but data will only attain significant value if it is used by clinic staff in an ongoing process to manage patients and populations.
In the present paper, a simplification is achieved by extending the given operator (a positive L1-contraction) to the class of all (i.e., not necessarily measurable) functions on the underlying measure space.
