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Alexey Popkov
Alexey Popkov
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Is there anywayany way to turn Labeled[...] into graphics directivesprimitives?

I have asked a similar question before.

In that question, I pointed out that the following code does not work.:

graph1 = Labeled[Graphics[Circle[{0, 0}]], "Circle"]; graph2 = Labeled[Graphics[Circle[{0, 0}]], "Circle 2"]; Graphics[{graph1, graph2}]

The accepted solution to my question is to use Inset.

But as I pointed out in antheranother post, it's a bit difficult to control the relative sizes of combined graphs.

So here's the question, can you turn Labeled[...] into graphic derivativesgraphics primitives so we can easily combine them?

Is there anyway to turn Labeled[...] into graphics directives?

I have asked a similar question before.

In that question, I pointed out that the following code does not work.

graph1 = Labeled[Graphics[Circle[{0, 0}]], "Circle"]; graph2 = Labeled[Graphics[Circle[{0, 0}]], "Circle 2"]; Graphics[{graph1, graph2}]

The accepted solution to my question is to use Inset.

But as I pointed out in anther post, it's a bit difficult to control the relative sizes of combined graphs.

So here's the question, can you turn Labeled[...] into graphic derivatives so we can easily combine them?

Is there any way to turn Labeled[...] into graphics primitives?

I have asked a similar question before.

In that question I pointed out that the following code does not work:

graph1 = Labeled[Graphics[Circle[{0, 0}]], "Circle"]; graph2 = Labeled[Graphics[Circle[{0, 0}]], "Circle 2"]; Graphics[{graph1, graph2}]

The accepted solution to my question is to use Inset.

But as I pointed out in another post, it's a bit difficult to control the relative sizes of combined graphs.

So here's the question can you turn Labeled[...] into graphics primitives so we can easily combine them?

added 6 characters in body; edited title
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J. M.'s missing motivation
J. M.'s missing motivation
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Is there anyway to turn Labeld[Labeled[...] into graphics directives?

I have asked a similar question before.

In that question, I pointed out that the following code does not work.

graph1 = Labeled[Graphics[Circle[{0, 0}]], "Circle"]; graph2 = Labeled[Graphics[Circle[{0, 0}]], "Circle 2"]; Graphics[{graph1, graph2}]

The accepted solution to my question is to use InsetInset.

But as I pointed out in anther post, it's a bit difficult to control the relative sizes of combined graphs.

So here's the question, can you turn Labeled[...]Labeled[...] into graphic derivatives so we can easyeasily combine them?

Is there anyway to turn Labeld[...] into graphics directives?

I have asked a similar question before.

In that question, I pointed out that the following code does not work.

graph1 = Labeled[Graphics[Circle[{0, 0}]], "Circle"]; graph2 = Labeled[Graphics[Circle[{0, 0}]], "Circle 2"]; Graphics[{graph1, graph2}]

The accepted solution to my question is to use Inset.

But as I pointed out in anther post, it's a bit difficult to control the relative sizes of combined graphs.

So here's the question, can you turn Labeled[...] into graphic derivatives so we can easy combine them?

Is there anyway to turn Labeled[...] into graphics directives?

I have asked a similar question before.

In that question, I pointed out that the following code does not work.

graph1 = Labeled[Graphics[Circle[{0, 0}]], "Circle"]; graph2 = Labeled[Graphics[Circle[{0, 0}]], "Circle 2"]; Graphics[{graph1, graph2}]

The accepted solution to my question is to use Inset.

But as I pointed out in anther post, it's a bit difficult to control the relative sizes of combined graphs.

So here's the question, can you turn Labeled[...] into graphic derivatives so we can easily combine them?

Tweeted twitter.com/StackMma/status/1090354064196624386
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LeafGlowPath
LeafGlowPath
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Is there anyway to turn Labeld[...] into graphics directives?

I have asked a similar question before.

In that question, I pointed out that the following code does not work.

graph1 = Labeled[Graphics[Circle[{0, 0}]], "Circle"]; graph2 = Labeled[Graphics[Circle[{0, 0}]], "Circle 2"]; Graphics[{graph1, graph2}]

The accepted solution to my question is to use Inset.

But as I pointed out in anther post, it's a bit difficult to control the relative sizes of combined graphs.

So here's the question, can you turn Labeled[...] into graphic derivatives so we can easy combine them?