Concat - PowerPoint PPT Presentation

&gt; f:= n -&gt; [seq([n-k, n-k], k=0..n)]; f := n -&gt; [seq([n - k, n - k], k = 0 .. n)]

&gt; f:= n -&gt; [seq([n-k, n-k], k=0..n)]; f := n -&gt; [seq([n - k, n - k], k = 0 .. n)] &gt; f(6); [[6, 6], [5, 5], [4, 4], [3, 3], [2, 2], [1, 1], [0, 0]] &gt; h:= n -&gt; [seq([n-k, k], k=0..n)]; h := n -&gt; [seq([n - k, k], k = 0 .. n)] &gt; h(6);

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375 views • 26 slides

Numerical Representation of Strings

Numerical Representation of Strings. First, we define two primitive recursive functions. where R(x, y) and x / y are defined as in Section 3.7.

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362 views • 18 slides

User inputs

User inputs. Cascading inputs Advanced query topics Example – Wildcard filter. A high traction feature in 1.1 release, where a field is impacted by the value of another. User input – Cascading inputs.

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242 views • 13 slides

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Concat - PowerPoint PPT Presentation

&amp;gt; f:= n -&amp;gt; [seq([n-k, n-k], k=0..n)]; f := n -&amp;gt; [seq([n - k, n - k], k = 0 .. n)]

Numerical Representation of Strings

User inputs

> f:= n -> [seq([n-k, n-k], k=0..n)]; f := n -> [seq([n - k, n - k], k = 0 .. n)]