Sentence examples for red 2 1 from inspiring English sources

"RED 2" is rated PG-13 (Parents strongly cautioned).

Therefore, a fitting can be characterized as "good" when χ red 2 ~ 1, otherwise there is an overestimation, χ red 2 < 1, or underestimation, χ red 2 > 1, of the errors.

(d) Finally, when the errors are too large (overestimation), the reduced Chi-square is χ red 2 < 1.

Indeed, p-values larger than 0.5 correspond to χ est 2 < M or χ red 2 < 1.

(c) In the case where the errors are similar to the deviations of the data points from the model, the reduced Chi-square is χ red 2 ~ 1, and the fitting is good.

The goodness of a fitting can be estimated by the reduced Chi-square value, χ red 2 = 1 M χ test 2, where M = N-1 indicates again the degrees of freedom.

Proposition 5.11 The conforming BEM of the hyper-singular integral equation   (5.22)   on the screen with weighted-residual error estimator   (5.26) satisfies stability  (A1), reduction  (A2)  with ρ red = 2 − 1 / (d − 1 ), and discrete reliability  (A4)  with R (T, T ^ ) = T ∖ T ^.

Proposition 10.1 The conforming discretization of   (10.4) with residual error estimator   (10.8) satisfies stability  (A1), reduction  (A2)  with ρ red = 2 − 1 / d, generalized quasi-orthogonality  (A3), and discrete reliability  (A4)  with R (T, T ^ ) = T ∖ T ^.

Moreover, η satisfies the axioms homogeneity  (B0), stability  (B1), reduction  (A2)  with ρ red = 2 − 1 / d, general quasi-orthogonality  (A3), and weak discrete reliability  (B4)  with R (ε ; T, T ^ ) = T ∖ T ^.

Proposition 5.1 The conforming discretization of the Poisson problem   (5.1)   with residual error estimator   (5.5) satisfies stability  (A1), reduction  (A2)  with ρ red = 2 − 1 / d, discrete reliability  (A4)  with R (T, T ^ ) = T ∖ T ^ and efficiency   (4.6)   with (5.7) osc (T ; U (T ) ) ≔ osc (T ) ≔ min F ∈ P p − 1 (T ) ‖ h (T ) (f − F ) ‖ L 2, where ‖ osc ‖ O 1 / d < ∞ is guaranteed.

Always in Fridge: Gatorade, red G2.