linear interpolation वाक्य
उदाहरण वाक्य
मोबाइल
- In the limit as ? ?! 0, this formula reduces to the corresponding symmetric formula for linear interpolation,
- Another effective approach to enhancing the accuracy is linear interpolation, which chooses a value between two adjacent table values.
- In all of the intervening terms, the number of digits to be processed can be approximated by linear interpolation.
- The fact that the author is using linear interpolation to talk ) 21 : 11, 1 September 2010 ( UTC)
- For two spatial dimensions, the extension of linear interpolation is called bilinear interpolation, and in three dimensions, trilinear interpolation.
- A description of linear interpolation can be found in the " Almagest " ( 2nd century AD ) by Ptolemy.
- Furthermore, Brent's method uses inverse quadratic interpolation instead of linear interpolation ( as used by the secant method ).
- When the difference is between the two thresholds, an intermediate value is computed for the preference degree using a linear interpolation.
- :: : : You are saying that my linear interpolation is fine ( between a certain section of the chart ).
- Shen theorized that geographical clepsydra which had more efficient higher-order interpolation instead of linear interpolation in calibrating the measure of time.
- Other extensions of linear interpolation can be applied to other kinds of mesh such as triangular and tetrahedral meshes, including B�zier surfaces.
- Additionally, suppose that one wants to find out if, for some particular type of problem, linear interpolation is sufficiently accurate.
- This is intuitively correct as well : the " curvier " the function is, the worse the approximations made with simple linear interpolation.
- Linear interpolation has been used since antiquity for filling the gaps in tables, often with mathematician, Hipparchus ( 2nd century BC ).
- A table of cosines with only 180 entries combined with linear interpolation is as accurate as a table with about 45000 entries without it.
- For objects within the same partition, the B x-tree stores their locations at a given time which are estimated by linear interpolation.
- A naive implementation of Marching Squares that processes every cell independently will perform every linear interpolation twice ( isoline ) or four times ( isoband ).
- Linear interpolation is often used to approximate a value of some function " f " using two known values of that function at other points.
- This is important to prevent aliasing or jagged linear interpolation ( see : Image : Exponentialchirp . png and its history for an example of aliasing ).
- This inequality also follows from the well-known error estimate for linear interpolation by choosing \ textstyle v as the linear interpolant of \ textstyle u.
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