Exact(59)
"It presented to me this notion of simplicity, order, relation with the natural environment … Canberra has been growing with this kind of principle all the time".
Define the order relation " " in by (4.5).
Let be a partial order relation on.
Let be an order relation on.
Theorem 2 ⪯ is an order relation in C ˜ sm ( I ).
Suppose that S has a partially order relation ≤.
Consider the set and the order relation defined by (1.4).
The order relation on the set of all r.t.
Definition 1 (Set less order relation [20, 23, 24]).
Notice that ⪯ is a partial order relation on Z.
Let (ll ) be a partial order relation on (mathbb R ).
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Justyna Jupowicz-Kozak
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