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Now, by the above lemmas, we can give the relation between ρ ( G ) and ϱ ( G σ ) as follows.
Now we give the relation between a -fuzzy subring (fuzzy ideal) with its cut set or open cut set.
They defined poly-Genocchi numbers to give the relation between Genocchi numbers, Euler numbers, and poly-Genocchi numbers.
We give the relation among q-analogues of degenerate, partially degenerate, totally degenerate Daehee numbers and polynomials and Daehee numbers and polynomials.
Moreover, we also give the relation between the existence of solutions of equilibrium problems and the convergence of the iteration sequence.
Next we give the relation among the four means H α ( x, y ), G α ( x, y ), L α ( x, y ), and A α ( x, y ).
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Then we give the relations between the hyperplane separation theorems in [D.
In the following we give the relations between ( n, k ) -quasiparanormal and k-quasi-class A ( n ) operators.
In addition to usual reciprocal relation L21=L12 it gives the relation of different phenomenological coefficients of the Onsager description.
The theoretical analysis gives the relation between the temperature difference inside the apparatus and the error of the determined isopiestic equilibrium molality.
These equations gave the relation between the peak potential and the polarographic half-wave potential, and contained the Randles-Sevcik equation as an extreme case.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com