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It is a key equation that describes why an airplane can fly.
which is the key equation of the Pisarenko method.
This is the key equation for determining changes in ULC.
Turning to estimates of dynamic versions of our key equation, these are presented in Table 3.
In our key equation, the dependent variable refers to log real wages.
This work presents a modified extended key equation algorithm in list decoding of generalized Reed-Solomon (GRS) codes.
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Therefore some key equations are repeated subsequently.
Here, the key equations for cross-covariances between the local receding horizon filtering errors are derived.
Oscillation growth, amplification, response and frequency will then be studied by solving these key equations under practical conditions.
Key equations describing the optimality criteria are presented, with a focus on the latest advancements in the respective application areas.
In this paper we will combine ideas from Alekhnovich (2005) and the concept of key equations to get an algorithm that has complexity O sl4nlog2nloglogn).
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