Exact(2)
Then a family M ⊆ P ( X ) is said to be a minimal structure onX if ∅, X ∈ M.
A family M ⊆ P ( X ) is said to be a minimal structure on, X if ∅, X ∈ M. In this case, ( X, M ) is called a minimal space.
Similar(57)
Consider the real field ℝ. Clearly M = { ( a, b ) : a, b ∈ ℝ ∪ is a minimal structure on ℝ.
We claim that M is a linear minimal structure on ℝ.
TV stations with a minimal structure for production were spread across the states.
Because structure is a minimal aspect of the product, integration and testing is often the responsibility of the electronics firms supplying the guidance systems and related elements.
The triangular tile is the minimal structure associated with regular volume tessellations.
The family M | Y = { U ∩ Y : U ∈ M } is called induced minimal structure by M on Y. ( Y, M | Y ) is called minimal subspace of ( X, M ).
For these reasons this protein specimen was used as minimal structure for further deletion studies into the large subunit.
For nonrecursive convolutional encodes, there is a trellis structure, the minimal trellis[6], which represents the coded sequences minimally under various complexity measures.
A natural place to look would be O-minimal structures on the reals this was brought to the author's attention by Ethan Galebach.
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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.

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