at:tutorial:basic
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at:tutorial:basic [2020/02/09 21:47] – elisag | at:tutorial:basic [2020/02/09 22:05] (current) – elisag | ||
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- | ==== Multidimensional | + | |
+ | |||
+ | ==== Multidimensional | ||
As mentioned before, there is no special constructor for definition of multidimensional tables, a table entry can contain another table. In what follows we have a closer look to manipulations with multidimensional tables. | As mentioned before, there is no special constructor for definition of multidimensional tables, a table entry can contain another table. In what follows we have a closer look to manipulations with multidimensional tables. | ||
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</ | </ | ||
+ | You can find later in this chapter a helper function for creating matrices | ||
+ | |||
===== Functions ===== | ===== Functions ===== | ||
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>> 21 | >> 21 | ||
</ | </ | ||
+ | |||
+ | |||
+ | |||
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As is customary in languages with the above optional arguments, AmbientTalk requires mandatory parameters to be defined //before// optional parameters, which should in turn be defined //before// a variable-argument parameter, if any. | As is customary in languages with the above optional arguments, AmbientTalk requires mandatory parameters to be defined //before// optional parameters, which should in turn be defined //before// a variable-argument parameter, if any. | ||
- | Let us show how to use optional arguments to define an auxilary function that creates matrices | + | Let us show how to use optional arguments to define an auxilary function that creates matrices: |
< | < | ||
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def [i,j] := [0,0]; | def [i,j] := [0,0]; | ||
def makeCol(i, | def makeCol(i, | ||
- | def col[m] { j := j + 1; init(n,m) } | + | def col[m] { j := j + 1; init(i,j) } |
}; | }; | ||
def matrix[n] { i := i + 1; makeCol(i, | def matrix[n] { i := i + 1; makeCol(i, | ||
}; | }; | ||
- | def b := makeMatrix(2, | ||
- | > | ||
- | >> | ||
- | > | ||
- | >> false false false true | ||
>def c := makeMatrix(3); | >def c := makeMatrix(3); | ||
>> | >> | ||
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>c | >c | ||
>> | >> | ||
+ | >def d := makeMatrix(4, | ||
+ | {|i,j| if: (i == j) then: {1} else: {0}}); | ||
+ | >> [[1, 0, 0, 0], [0, 1, 0, 0], [0, 0, 1, 0], [0, 0, 0, 1]] | ||
</ | </ | ||
at/tutorial/basic.1581281249.txt.gz · Last modified: 2020/02/09 21:52 (external edit)