The phrase "arguments to deduce" is correct and usable in written English.
It can be used when discussing reasoning or logic, particularly in contexts involving drawing conclusions from premises or evidence.
Example: "In order to solve the mystery, we must gather all the arguments to deduce the identity of the culprit."
Alternatives: "reasons to infer" or "premises to conclude".
Whereas sedimentary rocks are produced by processes operating mainly at the Earth's surface by the disintegration of mostly older igneous rocks, igneous and metamorphic rocks are formed by internal processes that cannot be directly observed and that necessitate the use of physical-chemical arguments to deduce their origins.
It then remains to use Hypothesis 2.1 and classical arguments to deduce that (mathbb {E}[(V^{i}_{t})^{n} ]) is finite for all (ngeq1).
In the case of being a Carathéodory function, the arguments to deduce the existence result are not a direct translation from the continuous case.
In this paper we develop new arguments to deduce whether a dual Banach space satisfies the weak∗-FPP for left reversible semigroups.
Hence permuting their role will lead us, following the same line of arguments, to deduce all linear cases regardless of genotype.
But using that argument to deduce the Fermi bubbles' age is more circumstantial, Finkbeiner says, whereas the new estimate comes from dividing the distance by the speed to get the time, something so simple a high school physics student can do it.
We first use a qualitative argument to deduce that thermally annihilated stripe domains lie on T-phase a domains.
In contrast to [13], here we use the elliptic reconstruction technique developed in [18] for parabolic problems instead of dual argument skill to deduce the a posterior error estimates for the state and adjoint state.
In particular, in the contradiction argument used to deduce (5.39) for general sets from the case of a radial graph we need to show that all the constants are independent of the volume of E. The arguments become particularly delicate when the volume of E is small.
Classical arguments allow one to deduce from (15) that, for some possibly new positive constant (K_{T}), mathbb {W}^{2}_{T}bigl varPhi(pi_{1}),varPhi( pi_{2} bigr) leq K_{T} int_{0}^{T} mathbb {W}^{2}_{s}(pi_{1},ds_{2}),ds.
For, by the growth condition (1.2) of, inequality (3.3) and the Cauchy inequality, we use the analogous arguments as that of to deduce that.
