Sentence examples for relation between coefficients from inspiring English sources

In the present report, we propose a method that needs stationarity of the autocorrelation function but is more flexible than autoregressive model of order p (AR(p)) models because it is not necessary to predefine a relation between coefficients of the correlation matrix.

In this paper, new bounds for the exponential function with cotangent are found by using the recurrence relation between coefficients in the expansion of power series of the function (ln (1-2x^{2}/15-px^{6})) and a new criterion for the monotonicity of the quotient of two power series.

In the present study, we first obtain some new bounds for the exponential function with cotangent by using the recurrence relation between coefficients in the expansion of power series of the function (ln (1-2x^{2}/15-px^{6})) and a new criterion for the monotonicity of the quotient of two power series.

The relation between coefficient of restitution and impact damping ratio is obtained.

By determining the simplified relation between coefficient of variation and statistical parameters, one can analyze the characteristics of statistical distributions by means of coefficient of variation.

We can apply Theorem 3.1, Corollary 3.2, or Theorem 3.3 to obtain some relations between coefficients and that ensure the global asymptotic stability of the zero solution.

In that case transport of heat and sorbate between the fluid mixture and sorbent was determined by surface transfer coefficients, and the Lewis relation between these coefficients was satisfied.

Equation 25 is the relation between the coefficients when n =1 in our expansion.

The following lemma establishes a relation between the coefficients of q and (q_).

From expression (5), we can see that the relation between channel coefficients (|h sn /h s'n |) cannot be considered equal to 1 for this case.

Then, for simplicity's sake, we select a linear relation between both coefficients.