In our simulations, we used three different types of selection against mutations, each represented by a fitness function with a specific form of gene interaction (after Redfield, 1995): namely independent, quadratic, and truncation interaction.
So there is a function-specific difference.
The merit of this approximation is that it neither imposes any rigid functional form of specification on the structure of utility function nor assumes a specific form of the demand system, for example, a double-log demand model.
The procedure we use assumes that the given transfer function (T z)) has a specific form guaranteed by the factorization theorem (see Eq. (15) in Section 5.1).
Previously the derivation of this continuity relation relied on the assumption of a specific form for the relaxation function's shape.
At this point, we study the case 2 more extensively, by choosing a (non-restrictive) specific form for the control functions (g_1 u),~g_2(u)), as follows: begin{aligned} g_1 u)= &,1+frac{ln (1+u)}{ln (1+u_{max })},nonumber g_2 u)= &, frac{ln (1+u_{max } -ln (1+u))} -ln(1+u_{max }{ln
In contrast, the parametric methods, firstly, a specific form of production or cost function (as Cobb Douglas or Translog, etc).
Spectrophotometry is a specific form of photometry where light is measured as a function of wavelength in a particular range.
Similar to proteins, RNA molecules carry out a function by forming specific three-dimensional structures.
One strategy for detecting a specific form is to monitor a protein protein interaction, as many proteins exhibit distinct functions in different protein complexes with specific partners.
By solving (1), the wave functions in the superconductor and NM regions can be expressed in a specific form.
