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If (mathbb{T}) has a left-scattered maximum m, then (mathbb{T}^{kappa}=mathbb{T}-{m}).
If has a left-scattered maximum m, then T k = T ∖ { m } ; otherwise T k = T.
[1]If T has a left-scattered maximum m, then T κ : = T - { m }.
If T has left-scattered maximum m, then T κ = T − { m }, otherwise T κ = T. Definition 1 [1].
If T has a left-scattered maximum m, then T κ = T − { m } ; otherwise, T κ = T.
If T has a left-scattered maximum m, then T k = T ∖ { m }, otherwise T k = T.
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On our experimental road maximum length D = 0.7 m, then we have maximum speed with which we can read information on RF-ID tags is 140 km/h.
The Central Highlands of Chiapas rise sharply to the north of the Grijalva, to a maximum altitude of 2400 m, then descend gradually towards the Yucatán Peninsula.
The Central Highlands rise sharply to the north of the Grijalva, to a maximum altitude of 2400 m, then descend gradually towards the Yucatán Peninsula.
If (mathbb{T}_{i}) has a left scattered maximum M and right scattered minimum m, then ((mathbb{T}_{i} )^{kappa}_{kappa}=mathbb{T}_{i} backslash{M,m}), ((mathbb{T}_{i} )^{kappa}_{kappa}=mathbb {T}_{i}); otherwise, see [11].
The set (mathbb{T}^{kappa}) is defined as follows: If (mathbb{T}) has a maximum m and m is left-scattered, then (mathbb{T}^{kappa}=mathbb{T}-{m}).
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