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Symmetrical tilt boundaries.
Do those blessed with symmetrical features and a striking figure live in a cloud of appreciation – or does it sometimes pay to be plain?
(2)–(5) are otherwise symmetrical with respect to i and j (modelling the symmetric reciprocation), but asymmetry prevails in the probability (p_{ij}) taking into account that agent i is assumed to have a special role in initiating the update of appreciations.
It is symmetrical.
It's very symmetrical.
Nothing is symmetrical, however.
Ears are bilaterally symmetrical.
And they're symmetrical.
Kind of symmetrical.
Something fuller and more symmetrical.
"Everything is symmetrical and straight.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com