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where is a small parameter.
Perturbation techniques are dependent upon small parameter.
Here, ε is a small parameter.
Here, λ is a small parameter.
where ε ∈ J = is a small parameter.
where ϵ is an arbitrarily small parameter.
where ζ is a fixed small parameter.
Let ϵ>0 be a small parameter.
Here ɛ>0 is a small parameter.
In [10], perturbation method which depends on a small parameter can be led to imprecise solution by choosing unsuitable small parameter.
Blekhman was applied in a modified form with the explicit introduction of a small parameter.
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CEO of Professional Science Editing for Scientists @ prosciediting.com