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Let ℝ, ℤ, ℕ be the sets of all real numbers, integers and natural numbers, respectively.
Let (mathbb{N}) and (mathbb{R}) be the sets of positive integers and real numbers, respectively.
Let and be the sets of all positive integers and real numbers, respectively.
Let (mathbb{Z}), (mathbb{N}) be the sets of all integers and positive integers, respectively.
Let ℕ, ℤ, ℝ be the sets of natural, integer and real numbers, respectively.
Let R, Z, N be the sets of real numbers, integers and natural numbers, respectively.
Let,, and be the sets of real numbers, natural numbers, and integers, respectively.
Let ℤ, ℕ be the sets of all integers and positive integers, respectively.
be the sets of representations of the genuine holograms (G_{H}^{R}) and faked holograms (F_{H}^{R}).
Let R and R + be the sets of all real numbers and of all positive real numbers, respectively.
be the sets of integers such that m ∈ ⋃ j = 0 k I j if and only if m ≤ n.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com