In dimensions greater than or equal to this number, Stephen Smale proved the generalized Poincare [pwan-ka-REY] conjecture. This number is the only Ca
In dimensions greater than or equal to this number, Stephen Smale proved the generalized Poincare [pwan-ka-REY] conjecture. This number is the only Catalan number between two and fourteen. In the third term of the Maclaurin expansion of the sine function, the variable is raised to this power. The roots of polynomial equations of this degree or higher are not capable of algebraic solutions according to the Abel-Ruffini theorem. The value of the golden ratio equals one plus the square root of this number, all divided by two. In a regular polygon with this number of sides, each interior angle is 108 degrees. For 10 points, name this number of sides on a pentagon.
In dimensions greater than or equal to this number, Stephen Smale proved the generalized Poincare [pwan-ka-REY] conjecture.