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| Hello Sander, Yes, I think it shouldn't be too hard too. I've thought about doing just that. I imagine that I'll just keep thinking about it. |
| I created a new stack on AWS. It looks like the template is inserting "us-east" no matter what I do. Ah, there is a pull down menu on the AWS dashboard that asks you to specify your region: ![pull down tab at right][1] However, trying to... |
| Perhaps something along these lines will give you a direction to follow: {tMin, tMax} = MinMax[ T[[All, 3]]] T[[All, 3]] = (T[[All, 3]] - tMin) (tMax - tMin) ListPlot3D[T, ColorFunction -> "TemperatureMap"] ... |
| DatePlus is expecting a number or a list as its second argument. The function DatePlus[{2021, 1, 10}, x] is coming back unevaluated and a warning is being printed. When you replace the x, then it is being evaluated correctly. Compare:... |
| This will give you the Form representation of the entity: Entity["PhysicalConstant", "ElectricConstant"] This will give you the Symbol associated with it: Entity["PhysicalConstant", "ElectricConstant"]["Symbol"] You can do this: ... |
| Your data is a bit noisy which is normal for experimental data: yourData = Import["~/tmp/ASmappa-niccolini90-0.dat", "TSV"]; you will want to use your path to your data. dataForInterpolate = yourData /. {x_, y_, z_} :> {{x, y}, z}; ... |
| I made an error in my first example: There are real solutions: FindInstance[(y - x^2)^2 + (z - x^3)^2 == 0, {x, y, z}, Reals, 6] // N Solve[(y - x^2)^2 + (z - x^3)^2 == 0, z] Reduce[-x^4 + 2 x^2 y - y^2 >= 0, {x, y}, Reals] ... |
| Hello Alex, A bunch of choices: Caliing Exp on a list: 1000 Exp[Range[0, 1, .01]] Using table with an iterator Table[1000 Exp[-v], {v, 0, 1, .01}] Iterating over a list With[{values = Table[x, {x, 0, 1, .01}]}, ... |
| Here is a way to get something, but I wouldn't expect it to be useful or reliable. peaks = FindPeaks[data] Find an estimated distribution for the peaks (without the last peak): peakDist = FindDistribution[Last /@ Most[peaks]] Find... |
| A couple things: 1) When you do this: m = {{1,2},{3,4}}//MatrixForm m is no longer a matrix, it is a "Form" and m.{x,y} will not operate as you might expect. 2) It is much easier to debug if you put your input into separate... |