Sentence examples for right bullet from inspiring English sources

Since I e∖0=I e,c−e +I e,d−e, then it is straightforward to obtain according to the property of PPP [24]: {{{mathcal L}}_{{I_{ebackslash 0}}}}left(s right) = {{{mathcal L}}_{{I_{e,c - e}}}}left(s right) bullet {{{mathcal L}}_{{I_{e,d - e}}}}left(s right).

According to the property of the Laplace transform, we can easily have ( {{{mathcal L}}_{{I_d}}}left (zeta right) = {{{mathcal L}}_{I_{c - d}}}left (zeta right) bullet {{{mathcal L}}_{{I_{d-d}}}}left (zeta right)) because of I d =I c−d +I d−d.

Where does a Transformer get the right bullets for their weapons?

Entering from her right, the bullet passed through both her thighs.

He also noted that "there are few fathers and sons at the games", right between bullet points about the share of black drinkers at the arena's bars and about post-game hip-hop and gospel concerts.

The first goal went in around the twenty-six-minute mark — a lightning counterattack down the left flank finished off by a right-footed bullet from the striker Jefferson Farfán.

Part of that effort includes recruiting the best talent, and it is not as easy as finding the right "resume bullets".

Differing from the RAAR-l 0 algorithm, the RAAR-l 1algorithm incorporates ( {P}_{mathrm{S}}^{varepsilon}left(bullet right)=Bleft{{P}_{mathrm{S}}left[{mathbf{W}}^T{T}_{varepsilon}left(mathbf{W}left(bullet right)right)right]right} ) into (4).

Concretely, the RAAR-l 0 algorithm utilizes the following projection operator {P}_{mathrm{S}}^Kleft(bullet right)=Bleft{{P}_{mathrm{S}}left[{mathbf{W}}^T{T}_{mathrm{K}}left(mathbf{W}left(bullet right)right)right]right} (26).

Two bullets struck from the front, hitting his right thigh; one bullet entered his left side, striking his lower rib cage; and the last bullet hit his left lower forearm.

Instead of the projection operator ( {P}_{S_left(bullet right) ) in (4), they utilize ( {P}_{{mathrm{S}}_^{left varepsilon right)}left(bullet right) ) defined as {P}_{{mathrm{S}}_^{varepsilon}left(bullet right)={left[{mathbf{F}}_s^{-1}{T}_{varepsilon}left({mathbf{F}}_sleft(bullet right)right)right]}_ (5 with + = max{Re, 0}.