Inverting the order of a Table - Prime numbers
In a previous post I asked for the possibility to have a binary image of the coprimality inside the natural numbers. The following code
TableForm[
table = Table[Boole[CoprimeQ[m, n]], {m, 13}, {n, 13}],
TableHeadings -> {Range[13], Range[13]}]
together with
table == Table[Boole[GCD[m, n] == 1], {m, 13}, {n, 13}]
(* True *)
ArrayPlot[table, FrameTicks -> {Range[13], Range[13]}]
provides the following the result
Unfortunately, I need a plot as given below.
The problem is that the vertical axis should go from 1 to 13 and not vice versa. Any idea or tip?
plotting table prime-numbers
asked 4 hours ago
Spook82
244
add a comment |
In a previous post I asked for the possibility to have a binary image of the coprimality inside the natural numbers. The following code
TableForm[
table = Table[Boole[CoprimeQ[m, n]], {m, 13}, {n, 13}],
TableHeadings -> {Range[13], Range[13]}]
together with
table == Table[Boole[GCD[m, n] == 1], {m, 13}, {n, 13}]
(* True *)
ArrayPlot[table, FrameTicks -> {Range[13], Range[13]}]
provides the following the result
Unfortunately, I need a plot as given below.
The problem is that the vertical axis should go from 1 to 13 and not vice versa. Any idea or tip?
plotting table prime-numbers
asked 4 hours ago
Spook82
244
1
Reverse.....?
– Henrik Schumacher
3 hours ago
add a comment |
In a previous post I asked for the possibility to have a binary image of the coprimality inside the natural numbers. The following code
TableForm[
table = Table[Boole[CoprimeQ[m, n]], {m, 13}, {n, 13}],
TableHeadings -> {Range[13], Range[13]}]
together with
table == Table[Boole[GCD[m, n] == 1], {m, 13}, {n, 13}]
(* True *)
ArrayPlot[table, FrameTicks -> {Range[13], Range[13]}]
provides the following the result
Unfortunately, I need a plot as given below.
The problem is that the vertical axis should go from 1 to 13 and not vice versa. Any idea or tip?
plotting table prime-numbers
asked 4 hours ago
Spook82
244
In a previous post I asked for the possibility to have a binary image of the coprimality inside the natural numbers. The following code
TableForm[
table = Table[Boole[CoprimeQ[m, n]], {m, 13}, {n, 13}],
TableHeadings -> {Range[13], Range[13]}]
together with
table == Table[Boole[GCD[m, n] == 1], {m, 13}, {n, 13}]
(* True *)
ArrayPlot[table, FrameTicks -> {Range[13], Range[13]}]
provides the following the result
Unfortunately, I need a plot as given below.
The problem is that the vertical axis should go from 1 to 13 and not vice versa. Any idea or tip?
plotting table prime-numbers
plotting table prime-numbers
asked 4 hours ago
Spook82
244
asked 4 hours ago
Spook82
244
asked 4 hours ago
Spook82
244
asked 4 hours ago
Spook82
244
asked 4 hours ago
Spook82
244
244
1
Reverse.....?
– Henrik Schumacher
3 hours ago
add a comment |
1
Reverse.....?
– Henrik Schumacher
3 hours ago
1
1
Reverse.....?– Henrik Schumacher
3 hours ago
Reverse.....?– Henrik Schumacher
3 hours ago
add a comment |
1 Answer
1
active
oldest
votes
Use the option DataReversed:
ArrayPlot[table, Frame -> True, FrameTicks -> {Range[13], Range[13]},
DataReversed -> True, Mesh -> All]
table2 = Table[Boole[And @@ PrimeQ[{m, n}]], {m, 13}, {n, 13}];
ArrayPlot[table2, Frame -> True, FrameTicks -> {Range[13], Range[13]},
DataReversed -> True, Mesh -> All]
answered 4 hours ago
kglr
177k9198404
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
Use the option DataReversed:
ArrayPlot[table, Frame -> True, FrameTicks -> {Range[13], Range[13]},
DataReversed -> True, Mesh -> All]
table2 = Table[Boole[And @@ PrimeQ[{m, n}]], {m, 13}, {n, 13}];
ArrayPlot[table2, Frame -> True, FrameTicks -> {Range[13], Range[13]},
DataReversed -> True, Mesh -> All]
answered 4 hours ago
kglr
177k9198404
add a comment |
Use the option DataReversed:
ArrayPlot[table, Frame -> True, FrameTicks -> {Range[13], Range[13]},
DataReversed -> True, Mesh -> All]
table2 = Table[Boole[And @@ PrimeQ[{m, n}]], {m, 13}, {n, 13}];
ArrayPlot[table2, Frame -> True, FrameTicks -> {Range[13], Range[13]},
DataReversed -> True, Mesh -> All]
answered 4 hours ago
kglr
177k9198404
add a comment |
Use the option DataReversed:
ArrayPlot[table, Frame -> True, FrameTicks -> {Range[13], Range[13]},
DataReversed -> True, Mesh -> All]
table2 = Table[Boole[And @@ PrimeQ[{m, n}]], {m, 13}, {n, 13}];
ArrayPlot[table2, Frame -> True, FrameTicks -> {Range[13], Range[13]},
DataReversed -> True, Mesh -> All]
answered 4 hours ago
kglr
177k9198404
Use the option DataReversed:
ArrayPlot[table, Frame -> True, FrameTicks -> {Range[13], Range[13]},
DataReversed -> True, Mesh -> All]
table2 = Table[Boole[And @@ PrimeQ[{m, n}]], {m, 13}, {n, 13}];
ArrayPlot[table2, Frame -> True, FrameTicks -> {Range[13], Range[13]},
DataReversed -> True, Mesh -> All]
answered 4 hours ago
kglr
177k9198404
answered 4 hours ago
kglr
177k9198404
answered 4 hours ago
kglr
177k9198404
answered 4 hours ago
kglr
177k9198404
177k9198404
add a comment |
add a comment |
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1
Reverse.....?– Henrik Schumacher
3 hours ago