The phrase "a sequence which has" is correct and usable in written English.
It can be used when describing a specific sequence that possesses certain characteristics or properties.
Example: "We are studying a sequence which has a common ratio of 2."
Alternatives: "a sequence that contains" or "a sequence exhibiting".
On the pitch, it was another frustrating result for Everton, who led through Steven Naismith but have now won only one of their last seven matches, a sequence which has included five draws.
They have also hit a pleasing rich vein of late-season form since being turned over in spectacular style at Old Trafford: five wins on the bounce, a sequence which has included impressive wins at Tottenham and Swansea, plus a six-goal humiliation of QPR.
"It drove a sequence which has led to Fabio Capello and the FA falling out.
Therefore, we transform the binary masks as if they were estimated from a sequence which has been recorded by a camera with top view.
Liverpool face a resurgent Everton side unbeaten in nine matches in all competitions, a sequence which has included Premier League wins over Tottenham, Chelsea and Manchester City.
The main contribution consists in the determination of a sequence which has the minimal number of components to disassemble, taken into account several criteria: stability, the geometrical form, operations done in parallel, and the irreversible operations.
The former England captain was dismissed after a run of form which had seen his side lose nine of their last 10 games, a sequence which had led the Blackpool Supporters Association to call Ince's position "untenable" in an open letter to Oyston on Monday night.
All of these molecules give binding enthalpies Δ Hb = ∼−5 kcal/mol or less and a significant entropy component at 25 °C with an AATT sequence which has a narrow, A-tract type, minor groove geometry.
The first item (M_{5}) is a martingale sequence which has a limiting normal distribution with mean 0 and covariance (Sigma_{1}) according to the Rebolledo central limit theorem of martingales.
Therefore, using this iterative procedure, we get (c^n> c^{n-1}> c^{n-2}>cdots>c^1>c^0) which is a convergent sequence which has an upper bound and hence the algorithm is convergent.
As T is nondecreasing and (T([alpha,beta]) subset[alpha,beta]) then ({Tgamma_{n}}_{n in mathbb {N}}) is a monotone sequence which has its pointwise limit in ([alpha,beta]), say Γ.
