functional interpolation - ορισμός. Τι είναι το functional interpolation
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Τι (ποιος) είναι functional interpolation - ορισμός

THEOREM
Craig Interpolation; Craig interpolation lemma; Craig reduct; Craig's interpolation lemma; Craig's interpolation theorem; Interpolation (logic)

interpolate         
  • Plot of the data points as given in the table
  • Plot of the data with linear interpolation superimposed
  • Plot of the data with polynomial interpolation applied
  • Plot of the data with spline interpolation applied
  • Piecewise constant interpolation, or [[nearest-neighbor interpolation]]
METHOD FOR CONSTRUCTING NEW DATA POINTS BETWEEN KNOWN DATA POINTS
Interpolated; Interpolation function; Interpolate; Interpolation error; Interpolating; Quadratic interpolation; Interpolation formula; Interpolant; Interpolates
v. (D; tr.) to interpolate into
Interpolation         
  • Plot of the data points as given in the table
  • Plot of the data with linear interpolation superimposed
  • Plot of the data with polynomial interpolation applied
  • Plot of the data with spline interpolation applied
  • Piecewise constant interpolation, or [[nearest-neighbor interpolation]]
METHOD FOR CONSTRUCTING NEW DATA POINTS BETWEEN KNOWN DATA POINTS
Interpolated; Interpolation function; Interpolate; Interpolation error; Interpolating; Quadratic interpolation; Interpolation formula; Interpolant; Interpolates
·noun That which is introduced or inserted, especially something foreign or spurious.
II. Interpolation ·noun The act of introducing or inserting anything, especially that which is spurious or foreign.
III. Interpolation ·noun The method or operation of finding from a few given terms of a series, as of numbers or observations, other intermediate terms in conformity with the law of the series.
interpolation         
  • Plot of the data points as given in the table
  • Plot of the data with linear interpolation superimposed
  • Plot of the data with polynomial interpolation applied
  • Plot of the data with spline interpolation applied
  • Piecewise constant interpolation, or [[nearest-neighbor interpolation]]
METHOD FOR CONSTRUCTING NEW DATA POINTS BETWEEN KNOWN DATA POINTS
Interpolated; Interpolation function; Interpolate; Interpolation error; Interpolating; Quadratic interpolation; Interpolation formula; Interpolant; Interpolates

Βικιπαίδεια

Craig interpolation

In mathematical logic, Craig's interpolation theorem is a result about the relationship between different logical theories. Roughly stated, the theorem says that if a formula φ implies a formula ψ, and the two have at least one atomic variable symbol in common, then there is a formula ρ, called an interpolant, such that every non-logical symbol in ρ occurs both in φ and ψ, φ implies ρ, and ρ implies ψ. The theorem was first proved for first-order logic by William Craig in 1957. Variants of the theorem hold for other logics, such as propositional logic. A stronger form of Craig's interpolation theorem for first-order logic was proved by Roger Lyndon in 1959; the overall result is sometimes called the Craig–Lyndon theorem.