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reviewed Close Buying a new computer (specifically for Mathematica)
Dec
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reviewed Leave Open Inverse of function including hyperbolic cotangent
Dec
20
comment Inverse of function including hyperbolic cotangent
Could you elaborate on what you mean by "create a numeric function"? Consider, for instance, the command Plot[InverseFunction[Coth[#] - 1/# &][y], {y, 0, 1}]: would that constitute an acceptable solution?
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reviewed Reopen Outputting numbers symbolically
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comment Clustering of space-time data
@s.s.o I found copies of the files on a backup drive and have shared them on Dropbox.
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reviewed Close Positions of a string in a list
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reviewed Close Assigning a given value if a function returns an error
Jul
10
comment Representing a Stencil of a Finite Difference Operator with Mathematica's Graphics3D
@rubenvb Thank you: I see what you mean. There are arbitrary elements to that diagram--it could be drawn in many equivalent ways. However, something like it could be implemented in Mathematica, provided we settle on rules to determine which sets of line segments to draw.
Jul
10
comment Representing a Stencil of a Finite Difference Operator with Mathematica's Graphics3D
@rubenvb That's a great idea. How would you implement it? In this diagram, renderings of such connections would all run into one another. I can think of some possibilities, such as introducing a light 3D grid, or a set of nested transparent cubes, or other such visual references, but perhaps you have a specific form of visualization in mind?
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