How can I add x and y ticks to my imagesc graph? (2024)

This is great. Anyway I can make the cells be of equal size? I want the ticks to be at the center of the cells, so that they represent the values between ranges, for example, a value between 1e-1 and 2e-1. Making the cells of equal size would also avoid the overlap of the tick labels.

Yes of course, I didn't even think of that version, and indeed you can do that with imagesc. I must have misread the question. What you want (I think) is to spearate out the ticks and the tick labels.

There are actually a few ways to do this (e.g. you could specify x limits when calling imagesc), but I think this is the easiest one to think about:

Brlliant. Thank you. One last question- what about using scientific notation, or power of 10 notation only for the orders of magnitude? This would increase visibility- I'm attempting it right now but I can't think of how to skip tick labels- maybe just by leaving an empty string vector?

I knew you were going to ask that!

If you want to do every other tick and ticklabel:

If you want to keep the ticks but skip the labels, I think blank strings are needed. There's a tiny trick here that MATLAB will treat a multi-row set of tick labels as a vector:

If you want to do scientific notation (I prefer compose for this):

And you can mix and match however you like:

Thank you so much!

Perhaps two more things- how can I show a colorbar with the labels set to the bin values and not the clim values? I.e. how many values fall within that cell.

Also, how can I extract the CLim values?- Does it just take the maximum, normalise it, and then partition colors based on a linear scale? I don't think its linear since there is a cell that is many orders of magnitude greater than the rest, which even with 100 I expect there to be a mostly blue space.

EDIT: perhaps these are a little far away from the original topic- I believe they warrant a new question.

For the first bit, I'm not sure I understand the question. colorbar is about what color means, so defining it as how many values fall into a cell would be tricky...it would mean (at the least) discretizing the data so that there are color bins? You could do this but it's a bit of work. On the other hand, setting ticks and tick labels on colorbar works pretty similarly to on an axis. You can set the ticks and tick labels to anything you like!

For the second question CLim is really what you described (by default), the color limits. But you should separate out thinking about color limits with color values. You can specify a log scale for color just like you can specify a log scale for an axis:

For the first question- thats exactly what I needed.

For the second question- i know we can use a log scale for the colors of Clim, however. For the example prior to the one you show with the log, we used clim between 0 and 100. This means that there are 100 unique identifiable colors on the graph, each cell taking up anyone of these colors, based on the value. How does clim know which color/which color id in the color limit to assign to a cell?

EDIT: for example, the top two values in n are 33200 and 833. CLim can definitely not use a linear scale to give the result you showed before because the color on the color limit 100, bright yellow, is displayed multiple times. In order for a value to display this color using a linear scale, it would have to be equal to or between 33200 and 33200*99/100 (32868)

EDIT 2: 38220 and 813 not 33200 and 833.

Ill explain further why I want to this, perhaps there may be another solution. In short I want to extract multiple regions of interest (ROI) from the graph. These are fairly intuitive to notice when you have a scatter plot. Indeed, n, which I attached, is the result of collecting the total number of points in the respective x and y regions of a scatter plot. From here, I wanted to quantitatively describe where the ROI's are, in terms of cells of varying orders of magnitude. Maybe there are other ways I can do this without graphical means?

When you set CLim to [0 100] it doesn't mean there are 100 colors. Instead, it means that values in your image data that are 100 or greater are mapped to the top of the colormap, values 0 or less are mapped to the bottom of the colormap, and values between 0 and 100 are mapped to the contents of the colormap. You might call this 'linear clamped'

It sounds like your process sort-of recreated the work of binscatter, but with a nonlinear bin size. I would think that a log scale with some color limits would help, but I'm not sure what else to suggest that would help you accomplish your goal. You could transform the values in n however you want, but I'm not sure what nonlinearity would be helpful. You could even bin them as you binned the x and y values (choosing an order of magnitude binning scheme as you like) and then display those bins (if you go this route you could use discretize to transform n into a binned version of n)