Herman Jaramillo's user avatar
Herman Jaramillo's user avatar
Herman Jaramillo's user avatar
Herman Jaramillo
  • Member for 11 years, 2 months
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18 votes

divergence of the cross product of two vectors proof

16 votes

Understanding the Equation of a Möbius Strip

15 votes

Eigenvalues in orthogonal matrices

14 votes

Cleverest construction of a dodecahedron / icosahedron?

10 votes

How does one prove Rodrigues' formula for Legendre Polynomials?

8 votes

Why is the polar triangle useful in spherical geometry?

7 votes

How to find the eigenvalues of tridiagonal Toeplitz matrix?

6 votes

Derivative of Quadratic Form

6 votes

Why are singular values always non-negative?

6 votes

What is duality?

6 votes

Cleverest construction of a dodecahedron / icosahedron?

5 votes

Bell numbers (number of partitions of set of cardinality n) recurrence relation proof

5 votes

Proving the length of a circle's arc is proportional to the size of the angle

5 votes

Why do we care about dual spaces?

5 votes

How can I determine the radius of a dodecahedron?

5 votes

How is Buchberger algorithm a generalization of the Euclid GCD algorithm?

4 votes

Bernoulli polynomial root symmetry

4 votes

Laplace inverse transform formula and Cauchy's integral formula

4 votes

Show that every ideal of the ring $\mathbb Z$ is principal

4 votes

Laplace, Legendre, Fourier, Hankel, Mellin, Hilbert, Borel, Z...: unified treatment of transforms?

4 votes

Gradient of a dot product

3 votes

How to prove this generating function of Legendre polynomials?

3 votes

Electric field of a spherical shell

3 votes

Area of a plane triangle as limit of a spherical triangle

3 votes

Contour integral of $\frac{x^{p-1}}{1+x}$

3 votes

What is the motivation behind the Bessel function of second kind

3 votes

Gröbner Basis and Division Algorithm

3 votes

Given a complete graph of $n$ vertices $K_n$ (has all possible edges – one edge between pair of vertices).

3 votes

Proving of the multiplication theorem for Bernoulli polynomial

2 votes
Accepted

dual formula to Bernoulli polynomials