polynomial function sentence in Hindi
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- "' Rational motions "'are defined by rational functions ( ratio of two polynomial functions ) of time.
- By the Weierstrass approximation theorem, any given uniformly approximated as closely as desired by a polynomial function.
- The Galerkin method expands the field equations into polynomial functions such as Gegenbauer polynomials or Chebyshev polynomials.
- A non constant polynomial function tends to infinity when the variable increases indefinitely ( in absolute value ).
- A "'polynomial function "'is a function that is defined by a polynomial, or, equivalently, by a polynomial expression.
- Or to any polynomial function of x ? talk ) 00 : 40, 22 September 2013 ( UTC)
- Babbage began in 1822 with what he called the difference engine, made to compute values of polynomial functions.
- The " order of growth " is then the least degree of any such polynomial function " p ".
- The most immediate case is to apply polynomial functions to a square matrix, extending what has just been discussed.
- For defining a " polynomial function over the affine space ", one has to choose an affine coordinate system.
- Within those intervals, the weight changes according to a polynomial function ( basis functions ) of degree " d ".
- A "'real polynomial function "'is a function from the reals to the reals that is defined by a real polynomial.
- Normally if you speak of a polynomial function of " i ", you would not have " i " in the exponent.
- The difference between these filter families is that they all use a different polynomial function to approximate to the ideal filter response.
- Thus for a polynomial function with only real roots, all critical points are real and are between the greatest and smallest roots.
- The Zariski topology, as it was later known, is adequate for " biregular geometry ", where varieties are mapped by polynomial functions.
- Sin, arctan, polynomial functions, or piecewise functions ( such as the hard clipping function ) are commonly used as waveshaping transfer functions.
- If " K " is an infinite field, two different polynomials define different polynomial functions, but this property is false for finite fields.
- The heat content has been measured and tabulated for virtually all known substances, and is commonly expressed as a polynomial function of temperature.
- Alternatively polynomial interpolation or spline interpolation is used where piecewise polynomial functions are fit into time intervals such that they fit smoothly together.
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