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function [2023/02/16 14:48] daria |
function [2023/02/16 14:54] (current) daria |
|**or(X,Y)** |**bitwise or of X and Y.** | | |**or(X,Y)** |**bitwise or of X and Y.** | |
|==== Table lookup ==== | | | |==== Table lookup ==== | | |
|interpolationExtrapolation(XI,X1,Y1,...,XN,YN)|will return the YI value from the given table \[X,Y\] using linear interpolation, extrapolating outside the boundaries of the set. | | |**interpolationExtrapolation(XI,X1,Y1,...,XN,YN)**|**will return the YI value from the given table \[X,Y\] using linear interpolation, extrapolating outside the boundaries of the set.** | |
|interpolationUseEndValues(XI,X1,Y1,...,XN,YN) |will return the YI value from the given table \[X,Y\] using linear interpolation. | | |**interpolationUseEndValues(XI,X1,Y1,...,XN,YN)** |**will return the YI value from the given table \[X,Y\] using linear interpolation.** | |
|useInputAbove(XI,X1,Y1,...,XN,YN) |will return the YI value from the given table \[X,Y\] using nearest neighbour above. | | |**useInputAbove(XI,X1,Y1,...,XN,YN)** |**will return the YI value from the given table \[X,Y\] using nearest neighbour above.** | |
|useInputBelow(XI,X1,Y1,...,XN,YN) |will return the YI value from the given table \[X,Y\] using nearest neighbour below. | | |**useInputBelow(XI,X1,Y1,...,XN,YN)** |**will return the YI value from the given table \[X,Y\] using nearest neighbour below.** | |
|useInputNearest(XI,X1,Y1,...,XN,YN) |will return the YI value from the given table \[X,Y\] using nearest neighbour. | | |**useInputNearest(XI,X1,Y1,...,XN,YN)** |**will return the YI value from the given table \[X,Y\] using nearest neighbour.** | |
|==== Arithmetic ==== | | | |==== Arithmetic ==== | | |
|binomial(N,K) |the binomial coefficient, often also referred to as "n over k" | | |**binomial(N,K)** |**the binomial coefficient, often also referred to as "n over k".** | |
|factorial(N) |the product of all the integers from 1 to N | | |**factorial(N)** |**the product of all the integers from 1 to N.** | |
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===== See also ===== | ===== See also ===== |