Where can I find examples of Mindmap diagrams like that of the attached figure? Thanks a lot. No need for complete solution just some guidelines.    found . Thanks in advance!
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please help me out to draw this type of mindmap in latex. I have done learning forest but i did not get my output.     i have found buble type output. i am using miktex with texlipse.
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What would be your recommendation for the text which could be useful for someone starting with lattice theory? Suggestion for both books and online materials/lecture notes are welcome.    This was asked as a part of  and I did not like that it was combination of two different questions. (One of them on geometric modular lattices and the other one about text recommendation.)  I don't expect the user to post a follow-up question, since he was not seen at MSE for some time. I think that this could be a useful for some users here, so I've decided to post it myself.
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I need some resources to get started on using neural networks for time series forecasting. I am wary of implementing some paper and then finding out that they have greatly over stated the potential of their methods. So if you have experience with the methods you are suggesting it will be even more awesome.
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I want to start working on a web map at work to map some of our statistics by city.    I have an idea, but I'm not exactly sure where to start.   Are there any definitive resources that provide step by step guidance on how to do this?
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Ok so I have been trying to draw this figure:     I have made it till the above diagram. The three captions that I made in the topmost picture is what that is remaining. 1. The outer boundary of the rectangle should also be colored blue or some color.  2. The small circles should be labeled with a matrix.  3. The rectangle should be filled with horizontal lines  Here is the code for what I have done:      \documentclass{article} % say \usepackage{tikz} \begin{document} \begin{tikzpicture} \draw  (0,5) node (yaxis) [above] {$y$} |- (5,0) node (xaxis) [right] {$x$}; \draw (-0.5,0) -- (4,0); \draw (0,-0.5) -- (0,4); \definecolor{mycolor}{RGB}{178,181,255} \filldraw[fill=mycolor] (0,0) rectangle (2,2); \filldraw [cyan] (0,2) circle [radius=2pt]; \filldraw [cyan] (2,0) circle [radius=2pt];  \end{tikzpicture} \end{document}   Any help would be appreciated.
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I want to illustrate my examples, which are set in a theorem-like environment. Is it possible to wrap the text and equations around the figures? I have read about several packages but I can't get them to work in a theorem. Am I doing something wrong?
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What is the best way of converting a gif of a map into a vector format, such as a shapefile?   The only relevant parts that I am interested in are the outline of the island so I realize some manual work will be necessary where it is shaded orange; is there a way to handle the rest?  Regarding copyright, it's from the 1980s and it's being used for academic research.
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I've created my own environment example, similar to theorem. Now I want to generate a list of examples, similar to list of tables or list of figures. How can I achieve this?
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In the series of concentric shapes, this is another drawing that I'm unable to figure out. The top is not quite a complete semi-circle. Note that some of my labels got left out in the scan.
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I was wondering if you could tell me about some self-learning resources for linear model theories. My professor has been using "A First Course in Linear Model Theory, Ravishanker and Dey. Publisher: CRC." I found this kinda difficult. My major is mathematics. Thank you so much for your time!
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Thanks for helping me out.  How can I make the following tree-diagrams?
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Can someone help me create a spiral (helix) similar to the one shown in the image? How might this be done except from drawing the curves perfectly by hand?    I achieved the desired result, but very painstakingly by drawing everything from hand. See the pictures below. To specify my question: Is there a simpler way to draw a shape similar to this?
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This afternoon I was looking for a way to draw phasors with tikz (you know the thing which is represented in the complex plane as r*exp(i \theta) or simply x + iy)  For me, the first representation would be much easier to deal with.  Should I use the polar system simply ? But then it comes tricky to make vector summations...
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This is a favorite of mine    This example is in a humorous vein (credit goes to a former professor of mine, Steven Gortmaker), but I am also interested in graphs that you feel beautifully capture and communicate a statistical insight or method, along with your ideas about same.  One entry per answer. Of course, this question is along the same line as   Kindly provide proper credit/citations with any images you provide.
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I find this classic figure of LaTeX's page geometry very helpful:     Source:   Now, I am fiddling with some beamer slides and I could really use such an overview of beamer's slide layout. Does it exist anywhere? I have not been able to find it...  For now, I need it to figure out how to get the height of a frame's body.
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I'm wondering if it exists a canonical/natural/smooth/economical way of drawing such a diagram    for the definition of a function. The best I managed to do with tikz and align is very poor. I'm a beginner with Latex, hence I apologize in advance in case the question had a trivial answer.
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I'd like to know how this text gets adapted onto these 3D models. Could it be a PNG  which gets mapped. Or is this text pre planned how it would be layout onto the model? what's the method involved in this technique? Would the text layout need to be the same ratio done with a graphic editor like Photoshop or Illustrator? and have the mesh modelled in the same metric unit so the text can later fall correctly in place? All information is appreciated, unfortunately my college instructors are really lame in giving information....  Thank you.