Your English writing platform
Discover LudwigExact(2)
Mario Iguarán, the attorney-general, says that charges may eventually be brought against up to 400 of the leaders; he hopes to begin cases against 57 jailed chiefs this year.The government's scheme to integrate the former paramilitaries into civilian life has been flawed.
It was the Masters who started court cases, issuing the initial writs without which parties could not begin cases in the common law courts.
Similar(58)
Alice corrects ([!tilde {lambda }]) to obtain as follows: ([!lambda ]= begin {cases} [!tilde {lambda }] & text {if} s=1 [!1]cdot [!tilde {lambda }]^{-1} & text {if} s=-1 end {cases}) . Bob sends a bitwise encryption of his input,, to Alice.
end{cases} (14) Case I: If (y(x)) and (y'(x)) are (i -differentiable, then begi -differentiablene{y}"(x,alpha)+underline{y}(x,alpha)=alpha, overline{y}"(x,alpha)+overline{y}(x,alpha)=2-alpha.
In this case the function \[\mathcal{P} y) = \begin{cases} \phi & \text{if \ \phi\) is the conclusion of the proof coded} \\ & \quad\quad\text{by } y \text{ and } R(\ulcorner \phi \urcorner,y) \\ \top & \text{otherwise} \end{cases} \] where \ \top\) is some fixed tautology would be a polynomial bounded proof system.
Let Hv= begin{cases} Av+N_{C}v,&vin C, emptyset,&vnotin C.end{cases} Then H is maximal monotone mapping.
A special Menger distance distribution function is given by H t)= begin{cases} 0, & tleq0, 1, & t>0.
where a_{x_{i},k} = begin{cases} 1 & text{when user (x_{i}) is assigned on RB textit{k} } 0 & text{otherwise } end{cases} (3).
This is performed as follows: alpha_{text{signed}}= begin{cases} alpha,& text{if~} alphageq 0 alpha+360, & text{if~} alpha< 0 end{cases}.
Also, let (f:X to X) be defined by fx= begin{cases} 0 & mbox{if } x notin[1,2], 1 & mbox{if } x in[1,2].
The indicator function (delta_{Z}:Xrightarrow overline{{mathbb {R}}} ) of the nonempty set Z is defined by delta_{Z}(x):= begin{cases} 0, &xin Z, +infty, &mbox{otherwise}.
Write better and faster with AI suggestions while staying true to your unique style.
Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com