Most active questions

12 votes
4 answers
547 views

We can define anonymous functions like this: #^2+#+1 & or like this x |-> x^2+x+1 When we want to define a recursive ...
jjagmath's user avatar
  • 533
2 votes
5 answers
213 views

I would like to generate a diagram in Mathematica showing how the mapping \begin{equation} w = z^2 \end{equation} transforms a rectangular grid in the complex $z$-plane into a curved grid in the $w$-...
seeker's user avatar
  • 867
17 votes
1 answer
628 views

This is more of a community question than an answerable problem. If it's out of bounds I'll be happy to withdraw it. But, one year out, I'm curious as to other WL users' experiences with the ...
Tom Barson's user avatar
5 votes
3 answers
292 views

[Edited.] For $ax^{2}+bx+c$, I can write poly = a x^2 + b x + c; Exponent[poly, x] and get back 2. I don't see a built-in ...
Tom Barson's user avatar
2 votes
3 answers
227 views

This may be a silly question, and if it is, I'm willing to withdraw it. I have a list of lists myInitialList. I wish to write a function to transform ...
Andrew's user avatar
  • 10.6k
5 votes
3 answers
436 views

I'm somewhat new to Mathematica and want to check symbolic solutions to small positive definite symmetric matrices (like 3x3 in size), which I think should in general yield a symbolic solution since ...
shangjiaxuan's user avatar
3 votes
3 answers
247 views

This example surprises me a lot: ...
Acacia's user avatar
  • 3,467
1 vote
2 answers
339 views

This is both a math question and a Mathematica question. I am trying to draw a simple spiral, and found this diagram that fits what I am trying to create. Implementing the math, using Mathematica, I'...
Tom De Vries's user avatar
  • 3,830
6 votes
2 answers
222 views

I generated a mesh region and noticed in the notebook image pull-down menu the option for "Showcase styling." How can I request this styling (gold sphere vertices, silver tube edges) for ...
Joseph O'Rourke's user avatar
4 votes
2 answers
294 views

I would like to have an idea what kind of curbe is being formed from the intersection of the plane $x+y+z=9$ with the surface $\sqrt{16-x^2}+\sqrt{25-y^2}+\sqrt{36-z^2}=12$ under the restriction $x,y,...
dmtri's user avatar
  • 634
1 vote
3 answers
419 views

The code I have written to create a chessboard is as follows: ...
N31ngy's user avatar
  • 21
7 votes
1 answer
206 views

Running FeatureSpacePlot[mols] gives me an interesting plot and I would like to understand the method. Does anyone know or can point me to a reference page on how ...
user2757771's user avatar
3 votes
2 answers
226 views

I would like to solve the following system of differential equations numerically for two one-dimensional functions $R(x)$ and $\phi(x)$: \begin{eqnarray} c_1 \left(R''(x) - (\phi'(x))^2 R(x) \right) - ...
sap7889's user avatar
  • 93
6 votes
1 answer
234 views

In V 14.3 Quit[] ode=2*y[x]*D[y[x],{x,2}]==1+D[y[x],x]^2; DSolve[ode,y[x],x,IncludeSingularSolutions->True] Gives Is it valid for DSolve to return ...
Nasser's user avatar
  • 156k
4 votes
2 answers
139 views

Trying to replace some of the expressions wrapped by Hold as below to get $\frac{k d\theta }{dt}$, ReplaceAll does not replacing ...
Soon's user avatar
  • 1,484

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