What does SPLINE mean?
Definitions for SPLINE
splaɪnspline
This dictionary definitions page includes all the possible meanings, example usage and translations of the word SPLINE.
Princeton's WordNet
splinenoun
a flexible strip (wood or rubber) used in drawing curved lines
slat, splinenoun
a thin strip (wood or metal)
Wiktionary
splinenoun
A rectangular piece that fits grooves like key seats in a hub and a shaft, so that while the one may slide endwise on the other, both must revolve together.
splinenoun
A flexible strip of metal or other material, that may be bent into a curve and used in a similar manner to a ruler to draw smooth curves between points.
splinenoun
Any of a number of smooth curves used to join points.
ChatGPT
spline
A spline is a mathematics and computer graphics tool that is generally used for interpolations, curve-fitting, and modeling. It refers to a piecewise-defined polynomial function which can be used to create smooth and adjustable curves and surfaces. These can be especially useful in computer graphics, animations, user interface design, and more because of their precision and flexibility. Splines can be adjusted by manipulating control points, changing its shape without affecting the rest of the curve.
Webster Dictionary
Splinenoun
a rectangular piece fitting grooves like key seats in a hub and a shaft, so that while the one may slide endwise on the other, both must revolve together; a feather; also, sometimes, a groove to receive such a rectangular piece
Splinenoun
a long, flexble piece of wood sometimes used as a ruler
Wikidata
Spline
In mathematics, a spline is a sufficiently smooth polynomial function that is piecewise-defined, and possesses a high degree of smoothness at the places where the polynomial pieces connect. In interpolating problems, spline interpolation is often referred to as polynomial interpolation because it yields similar results, even when using low-degree splines, to interpolating with higher degree polynomials while avoiding instability due to Runge's phenomenon. In computer graphics splines are popular curves because of the simplicity of their construction, their ease and accuracy of evaluation, and their capacity to approximate complex shapes through curve fitting and interactive curve design. The most commonly used splines are cubic spline, i.e., of order 3—in particular, cubic B-spline and cubic Bézier spline. They are common, in particular, in spline interpolation simulating the function of flat splines. The term spline is derived from a flexible strip of metal commonly used by draftsmen to assist in drawing curved lines. Splines are curves, which are usually required to be continuous and smooth. Splines are usually defined as piecewise polynomials of degree n with function values and first n-1 derivatives that agree at the points where they join. The abscissa values of the join points are called knots. The term "spline" is also used for polynomials and piecewise polynomials with more than one discontinuous derivative. Splines with no knots are generally smoother than splines with knots, which are generally smoother than splines with multiple discontinuous derivatives. Splines with few knots are generally smoother than splines with many knots; however, increasing the number of knots usually increases the fit of the spline function to the data. Knots give the curve freedom to bend to more closely follow the data.
Chambers 20th Century Dictionary
Spline
splīn, n. in machines, the slot to receive a feather, the feather itself: a long flexible strip of wood or rubber used by draftsmen in laying out railway-curves, &c.—v.t. to fit with a spline.
Matched Categories
Anagrams for SPLINE »
Pilsen
spinel
Numerology
Chaldean Numerology
The numerical value of SPLINE in Chaldean Numerology is: 7
Pythagorean Numerology
The numerical value of SPLINE in Pythagorean Numerology is: 3
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Translations for SPLINE
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"SPLINE." Definitions.net. STANDS4 LLC, 2024. Web. 19 Apr. 2024. <https://www.definitions.net/definition/SPLINE>.
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