This returns the value of y, temporarily substituting x1 for the value of variable x.
This assigns the value of x1 to a temporary variable l (optionally iterating across i), and evaluates x2, substituting the value of l. This appears as: (Using l:=x1 in i Do x2).
This truncates distribution x at value y.
This transposes the matrix x along dimensions i and j (indices of equal length).
This returns the corresponding index value(s) for which array x equals y, across index i.
This returns the linear interpolated values in array y of x across ascending index i.
This inverts matrix x along dimensions i and j (indices of equal length).
This returns 1 for all elements of x that are positive (non-zero), otherwise 0.
This returns 1 for all elements of x that are zero, otherwise 0.
This iterates over values of index i, substituted in u1, and evaluates the second expression, substituting the value of u1.
This computes the percent change in y caused by a 1% change in a Variable x.
This performs dynamic simulation for variables whose values depend on their own values at a previous time. For example, given time:=[0,1,2], a:=-9.8, Dynamic( 0, x[time-1]+(1/2)*a*(time^2) ) -> [0,-4.9,-24.5].
This returns the derivative of y with respect to x, using a 1% change in x.
This computes the determinant of matrix x along dimensions i and j (indices of equal length).
This returns a matrix x decomposed along dimensions i and j (indices of equal length).
This returns the natural cubic spline interpolated values in array y of values x across ascending index i.
This returns the attribute a of variable v. This appears as: (a of v). Example: (Title of v)
This returns the corresponding value in index i for which array x is maximum.
