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The inversely inductive property of S i given in condition (i) in this theorem guarantees the existence of the infimum of the chain { z i λ : z λ ∈ C } in S i. Then b i : = ⋀ { z i λ : z λ ∈ C }, exists and is in S i.
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So I kept turning him down, and finally I gave in on the condition that I could go pretty far out with the character.
"I gave in," he said.
Why am I giving in?
I give in.
The boundary value problem given by obeying (2.5),, together with any one of the four types of transformed boundary conditions given in (i) to (iv) in Theorem 4.1 has eigenvalues.
This was the name I was given in 2009, but on condition I not use it, and as I was unable to track him down to hear his version, I didn't.
"I won't give in".
Yet how could we leave her? Had I given birth to a child with these conditions, I wouldn't have left her in the hospital.
The SI values for Fe minerals at given in situ conditions (i.e., measured temperature, pH, and Eh values; Table 3) can be used to describe the effects of solubility state on solute concentrations.
If the conditions (i - iv) gi - ivn Theorem 3.4 are satisfied, then there exists an (u_{0}inmathbb{R}_{mathcal{F}}) such that (15) holds for all (xinmathbb{R}) and (yinmathbb{R}_cup{0}).
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.
Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com