DTW definition
Examples of DTW in a sentence
The Cycle Rate for the CRJ200/440 Aircraft for the time period through December 31, 2005 shall be calculated by multiplying the Base Cycle Rates as set forth below by (1+CPPIB), and then calculating the weighted average of the resulting rates for the applicable period: DTW [***] [***] [***] MSP [***] [***] [***] MEM [***] [***] [***] NW Cities [***] [***] [***] CS Cities [***] [***] [***] PS Cities [***] [***] [***] NW Cities means Northwest Service Cities.
Our approach is to use DTW to quan- tify how similar two devices are by measuring the similarity of two temporal sequences representing the leakage of each device.
Notwithstanding the foregoing, the parties agree that incidents of mishandled luggage where (i) DTW is the responsible station, and (ii) such incidents are not due to Pinnacle’s actions, will not be included in the mishandled luggage factor unless and until Pinnacle performs luggage handling for its Scheduled Flights at DTW.
In our case, the DTW algorithm is applied to two discrete time signals (traces), X = x1, x2,..., xi,..., x X and Y = y1, y2,..., yj,..., y ▇ .
Originally, DTW was used in speech recognition [30] but later on, it has been proved its applicability in several fields like gesture recog- nition, robotics, manufacturing, etc.
DTW is a well-known algorithm to measure similarity between two temporal sequences and find the most similar points between them.
If there are no station D0 performance goals established for the ground handler at DTW, MSP, LGA or JFK for any portion of a Performance Period, then the Station Coded Delays at such airport during such portion of a Performance Period will be removed from Pinnacle’s D0 performance for purposes of calculating Pinnacle’s on-time departure performance pursuant to Section 2.11(b) or Section 5.14 hereof.
Once the basis of the DTW technique have been clarified, our similarity assess- ment technique can be explained.
This method can align traces with less computational effort than elastic alignment (DTW algorithm is relatively computationally costly, depending on the length of the path).
The first scheduled segment of a pairing departs DTW at 2145 (EST) and arrives LAS at 2300 (PST).