A multiplicative identity of a semiring. For a semiring R, 1 is defined as an element so that for every a being an element of R:
1⊗a = a⊗1 = a
1⊗a = a⊗1 = a
Min-tropical semiring is a semiring (ℝ ∪ {+∞}, ⊕, ⊗) with ⊕ defined as min, and ⊗ defined as the addition of two numbers. By that definition, zero is +∞, and one is 0
by Xwtek May 28, 2020
by STROPSAE October 17, 2020
One Ring to rule them all, One Ring to find them, One Ring to bring them all, and in the darkness bind them.
One Ring to rule them all, One Ring to find them, One Ring to bring them all, and in the darkness bind them. LOTR u know
by xWap February 13, 2017
by Yu-gi-oh master November 29, 2019