The phrase "a point in common" is correct and usable in written English.
It can be used to refer to a shared characteristic or similarity between two or more subjects.
Example: "Despite their differences, they found a point in common that helped them work together effectively."
Alternatives: "a shared point" or "a commonality".
But what I see is that there's a point in common among those people — they're Muslims".
D.P.: Well, I agree they're not exactly the same, but the point in common — J.R.R.: Yes, well, they can have a point in common without it being the morally relevant point in common.
A point in common is that these politicians were among the 29 council members who, at Mayor Michael R. Bloomberg's bidding, rewrote the voter-approved law governing term limits.
What finally enabled Mr. Guzmán to make "Nostalgia for the Light," which opens on Friday at the IFC Center in Greenwich Village, was his realization that the subjects he wanted to address did have a point in common: the preservation of memory.
By basing itself of this notation, the process of the RWP for a user is defined by an infinite sequence of triplets, begin{aligned} {(P_0, P_1, v_1), (P_1, P_2, v_2 ),ldots,(P_{n-1}, P_n, v_n)} end{aligned}We can note that in the process of the RWP model, the consecutive straight segments of movement are independent because they share a point in common.
We were finding a point in common after a long journey and prolonged separation.
Mr Bercow, who has made a point in the Commons of asking MPs to behave with decorum, will have a harder ride in Kabul.
The two sides have a final point in common.
Giving students basic foundation in numbers is a focal point in Common Core math, and one that today's older students went without, largely because decades of past teaching practices emphasized memorization.
(2) G z) is a convex set in a Euclidean space having a relative interior point in common; see Rockafellar [[7], Theorem 6.5].
G z) is a convex set in a Euclidean space having a relative interior point in common; see Rockafellar [[7], Theorem 6.5].
