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[[Category:Boolean Functions]] [[Category:Dyadic Functions]]

<td>returns a Boolean scalar indicating whether or not <apll>L</apll> is a subset of <apll>R</apl <td><apll>Z</apll> is the Boolean scalar result equivalent to <apll>∧/L∊R</apll> as well as <apll>R⊇L</

[[Category:Boolean Functions]] [[Category:Dyadic Functions]]

[[Category:Boolean Functions]] [[Category:Dyadic Functions]]

[[Category:Boolean Functions]] [[Category:Dyadic Functions]]

[[Category:Boolean Functions]] [[Category:Dyadic Functions]]

[[Category:Boolean Functions]] [[Category:Dyadic Functions]]

[[Category:Boolean Functions]] [[Category:Dyadic Functions]]

==At Derived Functions== ...r separate cases, depending upon whether the two operands are Variables or Functions. The design of this operator is taken directly from the corresponding featu

|Sets or returns and sets a property of monitoring functions}} There are three Timer Sources available for timing functions:

...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>

<b><i>KeyName</i></b>=<b>F</b> <b><i>nnn</i>.<i>FcnName</i></b> for functions. ...taType</i> is <b>A</b> for an Arithmetic Progression Array, <b>B</b> for a Boolean, <b>C</b> for a character, <b>F</b> for a double-precision float, <b>I</b>

...as <apll>{(+⌿⍵)÷≢⍵}</apll>. This syntax is useful for one- or multi-line functions, operators, and hyperators to complement the existing definition types of [ In the above examples, the functions <apll> = ⌈ * ≤ </apll> are the Left Operands to the Operator <apll>opr<

...st case, <apll>Z_n <i>g</i> Z_n-1</apll> must return a Boolean-valued singleton; otherwise a <apll>DOMAIN ERROR</apll> is signaled.</td> <p>At the moment, only a few inverse functions are available as follows:</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==