"Interpolation" Example Sentences
1. The data in the graph was obtained through interpolation.
2. The software uses an algorithm to perform interpolation of the data.
3. The accuracy of the results depends on the quality of the interpolation.
4. Interpolation is a common technique used in numerical analysis.
5. The calculus course covered various methods of interpolation.
6. The function was estimated using linear interpolation.
7. The curve was smoothed using spline interpolation.
8. The interpolation of the data points was done manually.
9. The measurement uncertainty can be reduced by using appropriate interpolation techniques.
10. The accuracy of the model depends on the accuracy of the interpolation.
11. The software provides various interpolation options for the user to choose from.
12. Interpolation is used in signal processing to estimate missing information.
13. The resolution of the image was improved by using interpolation.
14. The sound quality was enhanced by using interpolation techniques.
15. Interpolation can be used to estimate missing values in a dataset.
16. The interpolation method used in the study was polynomial fitting.
17. The data was reconstructed using linear interpolation.
18. The sensor data was processed using interpolation to remove noise.
19. The mathematical formula used for interpolation was complex but effective.
20. The interpolation algorithm was optimized to improve performance.
21. The results of the simulation were dependent on the interpolation technique used.
22. The image processing software used a combination of interpolation methods.
23. The accuracy of the GPS data was improved by using interpolation techniques.
24. The image was resized using interpolation to maintain image quality.
25. The data points were connected using cubic spline interpolation.
26. The interpolation method selected had a significant impact on the final results.
27. The interpolated values were validated using statistical methods.
28. The interpolation error was minimized by optimizing the algorithm.
29. The interpolation technique used was based on Lagrange polynomials.
30. The interpolation of the data was necessary to obtain a smooth curve.
Common Phases
1.
Interpolation is a mathematical technique that involves estimating a value between two known values;
2. To generate smooth curves through a series of data points,
interpolation is commonly used in computer graphics;
3. Spatial
interpolation is used in geographic information systems to estimate values of a variable at unsampled locations;
4. Linear
interpolation is the simplest form of
interpolation that assumes a linear relationship between the known data points;
5. In signal processing,
interpolation is used to increase the sampling rate of a signal by inserting new samples between existing ones;
6. Cubic
interpolation is a more advanced technique that uses a cubic polynomial to estimate values between data points;
7. Bilinear
interpolation is used in image processing to estimate pixel intensities at non-integer coordinates by averaging the values of four adjacent pixels.