3 problems

Logarithmic spiral conjecture. One has

Let $\mathscr{E}_f$ be the class of matrices used in the paper, and let $W_n(A_f)$ denote a web associated with a matrix $A_f$. Extension conjecture. For each matrix…

Let … be the class of logarithmic spirals described in the source. Let $\overline{M}$ denote the index set of the corresponding angle families. Prime Number Spider Web hypothesis.…