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I disagree with John Mallinckrodt that it is reasonable to define
deceleration as - d/dt | v_vec |.
As John said, this means positive deceleration is slowing down and negative
deceleration is speeding up. But this is not parallel usage to acceleration
(should I say it is not anti-parallel usage to acceleration).
In common language deceleration and acceleration imply opposites.
But if John defines deceleration as he did, then deceleration does not mean the opposite of
acceleration, so I don't see any way this reduces the confusion.
In common language, acceleration is speeding up and deceleration is slowing
down.... period.
In physics, acceleration is either speeding up or slowing down depending on
whether its sign is the same or opposite the sign of velocity.
In physics, deceleration is not used.