# Tag Info

### Plotting |z-2| < 1 under w = z/(z-1)

With z= x+ y I and w: w[x_, y_] = (x + y I)/(x + y I - 1); we can vary x from 1 to 3. And y from -Sqrt[1 - (x - 2)^2] to Sqrt[1 - (x - 2)^2], we can plot the image ...
Accepted

### Plotting |z-2| < 1 under w = z/(z-1)

We mapping the region ImplicitRegion[Abs[z - 2] < 1, {x, y}] to another region by the z( identity mapping) and ...

### Plotting |z-2| < 1 under w = z/(z-1)

First plot: ComplexRegionPlot[Abs[z - 2] <= 1, {z, 0 - 2 I, 4 + 2 I}] After transformation: ...

### Nearest-neighbor density estimation in Mathematica

Here I'm first showing the (standard) nearest neighbor approach along with the generalized nearest neighbor approach (which is related to the nearest neighbor approach but uses kernels). The ...

### Nearest-neighbor density estimation in Mathematica

Why not use the "Adaptive" option for SmoothKernelDistribution? This is in the same spirit as having a kernel density ...
Accepted

### Dynamic updating plot bug in version 13.3.1.0

You can set Charting`\$InteractiveHighlighting = False; Subsequent plots will be generated without the interactive highlighting. You can put the line in init.m if ...