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The state space technique is used to obtain natural frequencies analytically.
Practical reflection loss measurements are carried out using free space technique.
The Levy solution approach associated with the state space technique is employed to derive the analytical solutions for each subdomain.
We demonstrate that a normalised phase space technique could give results that are closer to the actual distribution.
This information can be revealed using a scale space technique such as the Discrete Wavelet Transform (DWT).
It has been designed to use the Satellite Laser Ranging (SLR) space technique as an optical link between ground and space clocks.
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We estimate α(X) using Banach space techniques.
Using state space techniques we study a "myopic" order-up-to policy.
Dirichlet space techniques are employed, but without the customary C0 regularity hypothesis.
DORIS is one of the four geodetic space techniques participating to the Global Geodetic Observing System GGOSS).
Laplace transform and state space techniques are used to obtain the general solution for any set of boundary conditions.
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