sample path वाक्य
उदाहरण वाक्य
मोबाइल
- Sample paths of a Gaussian process with the exponential covariance function are not smooth.
- :i . e ., all adapted processes with absolutely continuous sample paths.
- Almost surely, a sample path of a Wiener process is continuous everywhere but nowhere differentiable.
- This leads to a sample path of
- Approximate sample paths of the Langevin diffusion can be generated by many discrete-time methods.
- Instead of generating random paths, new sampling paths are created as slight mutations of existing ones.
- A prevalent example of the controlled path X _ t is the sample path of a Wiener process.
- This last characterization gives an understanding of the structure of the sample path with location and sizes of jumps.
- An example of a continuous-time stochastic process for which sample paths are not continuous is a Poisson process.
- The sample paths chosen can be thought of as showing discrete sampled points on an " fBm " process.
- A Gaussian process with Mat�rn covariance has sample paths that are \ lceil \ nu-1 \ rceil times differentiable.
- For another thing, I find it hard to imagine how this totally independent of the length of your sample path.
- At the beam splitter the source light is split into a reference path ( reflected ) and a sampling path ( transmitted onto the sample ).
- Considering that the error reduction in the simulated signal ( using Monte Carlo methods ) has a square root sample paths is required to obtain an accurate result.
- Each trajectory in the figure represents the preference state for one of the risky prospects at each moment in time . Figure 1 Sample paths for a diffusion process
- Modern systems are using pumps instead of flow controllers to provide constant flow rates in a wide flow range with minimum of tubing and a metal free sample path.
- A sample path of a diffusion process models the trajectory of a particle embedded in a flowing fluid and subjected to random displacements due to collisions with molecules, which is called Brownian motion.
- Since reference and sample paths are divergent, this form of interferometer is extremely sensitive to vibration and to atmospheric turbulence in the light paths, both of which interfere with the optical measurements.
- Continuity is a nice property for ( the sample paths of ) a process to have, since it implies that they are well-behaved in some sense, and, therefore, much easier to analyze.
- A more restricted class of processes are the continuous stochastic processes : here the term often ( but not always ) implies both that the index variable is continuous and that sample paths of the process are continuous.
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