Multicolumn OutputMapThread with several cells as outputAssign the output of a loopUnexpected output from oddSublistsWhat is this Counts[] output format?Output matrix with common elementsSeparation of outputFunction outputHelp with limiting outputoutput has a term uncomputedOutput of List@@func
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Multicolumn Output
MapThread with several cells as outputAssign the output of a loopUnexpected output from oddSublistsWhat is this Counts[] output format?Output matrix with common elementsSeparation of outputFunction outputHelp with limiting outputoutput has a term uncomputedOutput of List@@func
$begingroup$
The code
Multicolumn[
Table[Prime[i], First[PrimitiveRootList[Prime[i]]], i, 1, 100],
5]
yields 5 columns of primes 2, ...,541, each paired with its least positive primitive root (LPR). I wish to display the output without curly braces or commas in 10 columns with 20 rows. The desired output is shown below. Any help is appreciated.
Thanks.
list-manipulation
edited Jun 9 at 1:05
Carl Lange
6,99411748
asked Jun 9 at 0:07
DavidDavid
333
New contributor
David is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.
$endgroup$
add a comment |
$begingroup$
The code
Multicolumn[
Table[Prime[i], First[PrimitiveRootList[Prime[i]]], i, 1, 100],
5]
yields 5 columns of primes 2, ...,541, each paired with its least positive primitive root (LPR). I wish to display the output without curly braces or commas in 10 columns with 20 rows. The desired output is shown below. Any help is appreciated.
Thanks.
list-manipulation
edited Jun 9 at 1:05
Carl Lange
6,99411748
asked Jun 9 at 0:07
DavidDavid
333
New contributor
David is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.
$endgroup$
$begingroup$
Multicolumn generates a Grid. You can postedit using /. a_, b_ :> Sequence[a, b]
$endgroup$
– Algohi
Jun 9 at 5:36
add a comment |
$begingroup$
The code
Multicolumn[
Table[Prime[i], First[PrimitiveRootList[Prime[i]]], i, 1, 100],
5]
yields 5 columns of primes 2, ...,541, each paired with its least positive primitive root (LPR). I wish to display the output without curly braces or commas in 10 columns with 20 rows. The desired output is shown below. Any help is appreciated.
Thanks.
list-manipulation
edited Jun 9 at 1:05
Carl Lange
6,99411748
asked Jun 9 at 0:07
DavidDavid
333
New contributor
David is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.
$endgroup$
The code
Multicolumn[
Table[Prime[i], First[PrimitiveRootList[Prime[i]]], i, 1, 100],
5]
yields 5 columns of primes 2, ...,541, each paired with its least positive primitive root (LPR). I wish to display the output without curly braces or commas in 10 columns with 20 rows. The desired output is shown below. Any help is appreciated.
Thanks.
list-manipulation
list-manipulation
edited Jun 9 at 1:05
Carl Lange
6,99411748
asked Jun 9 at 0:07
DavidDavid
333
New contributor
David is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.
edited Jun 9 at 1:05
Carl Lange
6,99411748
asked Jun 9 at 0:07
DavidDavid
333
New contributor
David is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.
edited Jun 9 at 1:05
Carl Lange
6,99411748
edited Jun 9 at 1:05
Carl Lange
6,99411748
edited Jun 9 at 1:05
Carl Lange
6,99411748
6,99411748
asked Jun 9 at 0:07
DavidDavid
333
New contributor
David is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.
asked Jun 9 at 0:07
DavidDavid
333
asked Jun 9 at 0:07
DavidDavid
333
333
New contributor
David is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.
New contributor
David is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.
$begingroup$
Multicolumn generates a Grid. You can postedit using /. a_, b_ :> Sequence[a, b]
$endgroup$
– Algohi
Jun 9 at 5:36
add a comment |
$begingroup$
Multicolumn generates a Grid. You can postedit using /. a_, b_ :> Sequence[a, b]
$endgroup$
– Algohi
Jun 9 at 5:36
$begingroup$
Multicolumn generates a Grid. You can postedit using /. a_, b_ :> Sequence[a, b]
$endgroup$
– Algohi
Jun 9 at 5:36
$begingroup$
Multicolumn generates a Grid. You can postedit using /. a_, b_ :> Sequence[a, b]
$endgroup$
– Algohi
Jun 9 at 5:36
add a comment |
1 Answer
1
active
oldest
votes
$begingroup$
You can Flatten every row of the grid object produced by MultiColumn using MapAt:
MapAt[Flatten,
Multicolumn[Table[Prime[i], First[PrimitiveRootList[Prime[i]]], i, 1, 100], 5] ,
1, All]
Alternatively, you can use FlattenAt:
FlattenAt[Tuples[1, Range[100/5], Range[5]]] @
Multicolumn[Table[Prime[i], First[PrimitiveRootList[Prime[i]]], i, 1, 100], 5]
same picture
You can also transform each pair a, b in the table into a Row separated by Spacer:
Multicolumn[Table[
Row[Prime[i], First[PrimitiveRootList[Prime[i]]], Spacer[1]],
i, 1, 100], 5]
answered Jun 9 at 0:30
kglrkglr
198k10223449
$endgroup$
add a comment |
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1 Answer
1
active
oldest
votes
1 Answer
1
active
oldest
votes
active
oldest
votes
active
oldest
votes
$begingroup$
You can Flatten every row of the grid object produced by MultiColumn using MapAt:
MapAt[Flatten,
Multicolumn[Table[Prime[i], First[PrimitiveRootList[Prime[i]]], i, 1, 100], 5] ,
1, All]
Alternatively, you can use FlattenAt:
FlattenAt[Tuples[1, Range[100/5], Range[5]]] @
Multicolumn[Table[Prime[i], First[PrimitiveRootList[Prime[i]]], i, 1, 100], 5]
same picture
You can also transform each pair a, b in the table into a Row separated by Spacer:
Multicolumn[Table[
Row[Prime[i], First[PrimitiveRootList[Prime[i]]], Spacer[1]],
i, 1, 100], 5]
answered Jun 9 at 0:30
kglrkglr
198k10223449
$endgroup$
add a comment |
$begingroup$
You can Flatten every row of the grid object produced by MultiColumn using MapAt:
MapAt[Flatten,
Multicolumn[Table[Prime[i], First[PrimitiveRootList[Prime[i]]], i, 1, 100], 5] ,
1, All]
Alternatively, you can use FlattenAt:
FlattenAt[Tuples[1, Range[100/5], Range[5]]] @
Multicolumn[Table[Prime[i], First[PrimitiveRootList[Prime[i]]], i, 1, 100], 5]
same picture
You can also transform each pair a, b in the table into a Row separated by Spacer:
Multicolumn[Table[
Row[Prime[i], First[PrimitiveRootList[Prime[i]]], Spacer[1]],
i, 1, 100], 5]
answered Jun 9 at 0:30
kglrkglr
198k10223449
$endgroup$
add a comment |
$begingroup$
You can Flatten every row of the grid object produced by MultiColumn using MapAt:
MapAt[Flatten,
Multicolumn[Table[Prime[i], First[PrimitiveRootList[Prime[i]]], i, 1, 100], 5] ,
1, All]
Alternatively, you can use FlattenAt:
FlattenAt[Tuples[1, Range[100/5], Range[5]]] @
Multicolumn[Table[Prime[i], First[PrimitiveRootList[Prime[i]]], i, 1, 100], 5]
same picture
You can also transform each pair a, b in the table into a Row separated by Spacer:
Multicolumn[Table[
Row[Prime[i], First[PrimitiveRootList[Prime[i]]], Spacer[1]],
i, 1, 100], 5]
answered Jun 9 at 0:30
kglrkglr
198k10223449
$endgroup$
You can Flatten every row of the grid object produced by MultiColumn using MapAt:
MapAt[Flatten,
Multicolumn[Table[Prime[i], First[PrimitiveRootList[Prime[i]]], i, 1, 100], 5] ,
1, All]
Alternatively, you can use FlattenAt:
FlattenAt[Tuples[1, Range[100/5], Range[5]]] @
Multicolumn[Table[Prime[i], First[PrimitiveRootList[Prime[i]]], i, 1, 100], 5]
same picture
You can also transform each pair a, b in the table into a Row separated by Spacer:
Multicolumn[Table[
Row[Prime[i], First[PrimitiveRootList[Prime[i]]], Spacer[1]],
i, 1, 100], 5]
answered Jun 9 at 0:30
kglrkglr
198k10223449
edited Jun 9 at 1:30
answered Jun 9 at 0:30
kglrkglr
198k10223449
answered Jun 9 at 0:30
kglrkglr
198k10223449
answered Jun 9 at 0:30
kglrkglr
198k10223449
198k10223449
add a comment |
add a comment |
David is a new contributor. Be nice, and check out our Code of Conduct.
David is a new contributor. Be nice, and check out our Code of Conduct.
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$begingroup$
Multicolumn generates a Grid. You can postedit using /. a_, b_ :> Sequence[a, b]
$endgroup$
– Algohi
Jun 9 at 5:36