Chen's Theorem describes the representation of large instances of these. All degrees in a graph with an Euler walk have this distinction. The Goldbach conjecture states that these above a certain value can be written as the sum of two primes. Polynomials whose degree are of this type must have a global maximum or minimum. The positive examples of these correspond to the binary numbers whose least significant place is zero. For 10 points, name these numbers which are mult
Chen's Theorem describes the representation of large instances of these. All degrees in a graph with an Euler walk have this distinction. The Goldbach conjecture states that these above a certain value can be written as the sum of two primes. Polynomials whose degree are of this type must have a global maximum or minimum. The positive examples of these correspond to the binary numbers whose least significant place is zero. For 10 points, name these numbers which are multiples of two and thus not odd.
Chen's Theorem describes the representation of large instances of these.
{even} number [or {even} integer]