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He was staying out on the street until 2 a.m. and venturing into "some really rough spaces".
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I really recommend this exhibition: not just for the artwork, which is impressive, but also for the environment – it's so exciting to be in a big, rough space slap in the middle of London.
Let ((Lambda,Delta, mathscr{A},pi)) be a rough space.
Then ((Lambda,triangle, mathscr{A},pi)) is called a rough space.
A rough variable is a measurable function ξ from the rough space ((Lambda,Delta, mathscr{A},pi)) to the set of real numbers.
A fuzzy rough variable, very different from the fuzzy rough set introduced by Dubois and Prade [6], was defined by Liu [5] as a measurable function from a rough space to the set of fuzzy variables.
Liu [5] defined a rough variable to be a measurable function from a rough space to the set of real numbers and gave the definition of the lower and upper approximations of the rough variable.
A fuzzy rough variable is a function ξ from a rough space ((Lambda,Delta, mathscr{A},pi)) to the set of fuzzy variables such that (operatorname{Pos}{xi(lambda)in B}) is a measurable function of λ for any Borel set B of ℜ.
Let (xi=([a,b],[c,d])) be a rough variable with (cle a< ble d) representing the identity function (xi(lambda)=lambda) from the rough space ((Lambda,Delta, mathscr{A},pi)) to the set of real numbers, where (Lambda={clelambdale d}), (Delta={alelambdale b}), and π is the Lebesgue measure, which is a standard method that gives the subsets of a Euclidean space a length, area, or volume.
Examine the bottom of your coffee cups to identify one that has enough rough space around the bottom.
The conclusion mainly results from the fact that more incident photons are absorbed on the electrode with larger and rougher space area [44].
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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