Sentence examples similar to 1 fright from inspiring English sources

From straightforward calculations, we find that (nabla _{boldsymbol {rho rho }}^{2} f ) has non-zero eigenvalues: begin{array}{*{20}l} lambda_{1}left nabla_{boldsymbol{rhorho}}^{2} fright) &= -8 h q end{array} (19a).

The end of summer has become something of a bonanza for horror fans: this month alone has "Final Destination 5," "Fright Night" and "Don't Be Afraid of the Dark" coming to a theater near you.

And begin{array}{c}hfill begin{array}{cc}hfill {nabla}_{beta }fleft sigma, beta, {theta}_k,{gamma}_kright)=frac{1}{2{sigma}^2}2{F}^T{R}^{-1}left Z-Fbeta righT{R}^{-1}left Z-Fbetam{T{R}^{-1}left Z-Fbetahfill hfill frightartial fleft(sigma, beta, {thfill_k,{gamma}_kright)}{partial beta }=0 Rightarrow hat{beta}={left({F}^T{R}^{-1}Fright)}^{-1}{F}^T{R}^{-1}Zhfill end{array} (19).

Therefore, we obtain the relation that begin{aligned} R_{vv} tau)^{primeprime}&=int_{-infty}^{infty}left j2pi fright)^{2}mathcal{P}_{vv}(f e^{j2pi ftau}df &=-R_{dot{v}dot{v}} tau), end{aligned} (10).

From this, the spectrum of the nth power item can be deduced: {X}^{otimes n}(f)={displaystyle sum_{m=0}^n{C}_n^m{X}_b^{otimes n}left[f+left n-2mright)Fright]}.

end{aligned}By properties of integrals with respect to spectral measures, begin{aligned} sum _{kge 0}left| left( int gamma _k,dE_3right) fright| ^2= left( int left( sum _{kge 0}|gamma _k|^2right) (dE_3f,f right) le Vert {gamma _k}_{kge 0}Vert ^2_{L^infty (ell ^2)}Vert fVert ^2.

In such reactions, the isotopic compositions of the reactant (δ r ) and the cumulative product (δ p ) are conventionally described with the following equations: {delta}_r={delta}_0hbox {varepsilon}_{r/p} ln kern0.5em f (8) {delta}_p={delta}_0+f/left(1 hbox fright){varepsilon}_{r/p} ln kern0.5em f (9).

Bill Oddie's Top 10 Frights and Delights (BBC2) was aptly named.

Perhaps the game should have followed the lead of Heavy Iron's action-adventure game Scooby Doo! Night of 100 Frights, which may be the first video game to include a laugh track.

A bi-exponential model (Eq. 1) was fitted in two steps on the averaged signal intensity over the VOIs: frac{S}{S_0}=fast {e}^{-b{D}^{ast }}+left 1-fright)ast {e}+left 1-fright

( mathrm{G}mathrm{M}mathrm{C}=frac{mathrm{d}mathrm{GTC}}{mathrm{d}left 1-Fright)}}{mathrm{d}left 1-Frightand the integral of this equation is GTC = (α 2 + β 2 S) * (1 − F) + C 2 where C2 is a constant.