Search results

* [[Inverse Functions]] * [[Other System Functions]]

<td><apll><i>g</i></apll> is an arbitrary monadic function with an inverse.</td> ...erson's paper on [https://www.jsoftware.com/papers/opfns.htm Operators and Functions].</p>

...f the function <apll><i>f</i></apll> (or, if there is a Left argument, the inverse to the function <apll>L∘<i>f</i></apll>), <apll>|<i>b</i></apll> number o ...the right operand to the Power Operator is a negative integer scalar, the inverse of the function left operand is applied to the right argument. If <apll>f

* [[Binding Strength]]: How Variables, Functions, Operators, Hyperators and other syntactic elements combine * [[Trains]]: e.g., <apll>avg←(+⌿ ÷ ≢)</apll> applies the functions to its argument(s) in a particular way (in this case, to compute the averag

...rough all functions as functions, and forces the symbols slash/slope to be functions rather than operators. For example, use <apll>(/⊙)/3 4</apll> instead of

...th a rational number and don't calculate with irrational or transcendental functions, you'll end up with a rational result, and if you start with a VFP number, ...VFP numbers. However, when irrational, transcendental, and certain other functions are used, rational numbers beget VFP numbers. For example,</p>

...lt is inexact. Moreover, as you incorporate into your code the many other functions that produce inexact numbers, you should be wondering "How does the accumul ==New Functions and Operator==

...and the columns represent the set of the Partial Derivatives of component functions of the several variables in the argument.

...his symbol, which is <apll>⍠</apll>, with <apll>⌹</apll> which is [[Matrix Inverse/Divide]]. ...l> identity matrix). The actual values in the result are dependent on the functions <i>f</i> and <i>g</i>.</td>