The phrase "as a reformulation" is correct and usable in written English.
It can be used when you want to clarify or restate something in a different way for better understanding.
Example: "The original statement was unclear; as a reformulation, I would say it more simply."
Alternatives: "in other words" or "to put it differently".
This approach can be interpreted as a reformulation of classical perturbative algorithms (in suitable independent variables), and thus it allows for both direct comparison and the possibility of analytic continuation of the perturbation series.
It was a surprise when the publication of Gödel's collected papers brought to light his "Zilsel-lecture" in Vienna in 1938: he outlines there this interpretation as a reformulation of Gentzen's 1935 proof.
By contrast, quantum ontic pancomputationalism may be seen as a reformulation of quantum mechanics in the language of quantum computation and quantum information theory (qubits), without changes in the empirical content of the theory (e.g., Fuchs 2004, Bub 2005).
Here we show that the integrated tempering enhanced sampling method can be viewed as a reformulation of the infinite switching limit of the simulated tempering method over a mixed potential.
He regarded Porter and Kramer's (2011) shared value approach as a reformulation of a classical strategic stakeholder approach that tends to prioritise the relevance of stakeholders according to their influence on the business' activities.
which may be considered as a reformulation of Corollary 2 with F S ( B, r ) = ω S 1 r B ∩ S = P U S ∈ 1 r B | R = r a.s.s
These recent results are currently stimulating a reformulation of theory as well as careful reconsideration of the existing data (Mank 2009; Vicoso and Bachtrog 2009; Naurin et al. 2010; Xiong et al. 2010).
These larger forces span all sectors of human activity and inform a new cultural economy of space, creating new landscape spatialities that require a reformulation of landscape definitions, as well as new conceptual models and methodological approaches.
Computationally, this minimization task is solved by a reformulation as a suitable eigenvalue problem.
Several algorithms for computing a vertex separator of minimum size are known, e.g. based on a reformulation as a network flow problem [ 23].
Using the volume as an additive property and a reformulation of the Kawakita equation as a function of the density, it was possible to predict the density of the compact both "in-die" and "out-of-die" with a good accuracy (residuals <3.5%).
