where each inner list represents a row of the matrix, and all inner lists are surrounded by an outer list to form the entirematrix. After defining the matrix, you can use Mathematica's built-in Tr function to calculate the trace of the matrix. Just pass the matrix you want to calculate...
This monograph is almost entirely devoted to the flexion structure generated by a flexion unit $\boldsymbol {\mathfrak {E}}$ or the conjugate unit $\boldsy
You can write a small driver program in Fortran or C to call your DLL routines with the same arguments as you expect Mathematica to pass to the DLL. We are probably going to be more helpful with such a driver than with a complex program such as Mathematica. After fixing any errors in ...
We denote by \arg : X\rightarrow (T^*)_0Q/(T^*_\mathbb {Z})_0Q=T^n the argument projection to a torus fiber. The Newton polytope of a piecewise linear function \phi : Q\rightarrow \mathbb {R} is the convex hull of the projection of \text {Im}(d(\phi )) to (T^*)_...
Unfortunately it really does matter that we pass aListexpression instead of a python list for the second argument toPlotas otherwise the system hangs for reasons that aren't totally clear. On the other hand, we can see how nice options passing is in the interface. We make use of the pytho...
Remark:If CLI script's argument--outputis a non-empty string and--formatis "whatever" or "automatic", then an attempt is made to conclude the format to convert to from the extension of the file name given to--output. Usage examples ...
So now I can pass the entire array to this compiled function at once. No need for Map. AbsoluteTiming[ \[Delta] = 0.02; range = 11; xpoints = Table[x, {x, 0, range, \[Delta]}, {y, 0, range, \[Delta]}]; ypoints = Table[y, {x, 0, range, \[Delta]}, {y, 0, rang...
Probability density function (PDF) To calculate the PDF (probability density function) of a distribution, pass the distribution as the first argument to PDF[] and the PDF argument as the second argument. For example, PDF[ GammaDistribution[2, 3], 17.2 ] gives the value of fX(17.2) where...
Talking of DeleteDuplicates, another new function in Version 13.1 is DeleteAdjacentDuplicates: ✕ We’ve had Union, Intersection and Complement since Version 1.0. In Version 13.1 we’re adding SymmetricDifference: find elements that (in the 2-argument case) are in one list or the other,...
As before, we pass to the map between projective spaces and observe that it is constant on \mathbb {Z}_2-orbits to conclude. The two components of the singular locus described in Example 3.5 are precisely the projectivizations of the two minimal orbits of \mathfrak {sp}(4) and \math...