Although both are technically right, it would be more useful (in a mathematical sense) if something mod a positive number is also positive Sorry, something went wrong. gopherbotcommentedFeb 4, 2010 Comment 4 byjpetkau: Already closed, so I suppose there's not much point adding to this, but...
How do you add a positive number and a negative number? How to subtract negative numbers? How do you add a negative number to another negative number? Find the smallest positive integer for which x mod 3=2 and x mod 4=3? How to calculate modulo with exponents? Explain how to get a ...
Otherwise the cut defines in Dedekind's manner an irrational number. We shall use indifferently the notation R(x, y) = + or the notation less than or equal to: x≤ y mod R, greater than or equal to (y≥ x), and the related strict inequalities modulo R. Also the reader can define...
C, C++: undefined behaviour, even for shift counts larger than then number of bits in the shifted type OpenCL C: shift count is taken modulo the number of bits in the shifted type Perl: negative shift counts are implicitly converted to a large unsigned number Go: shift counts must be uns...
We prove that the zero-fiber of the moment map of a totally negative quiver has rational singularities. Our proof consists in generalizing dimension bounds
residue classes/ B0250 Combinatorial mathematics C1160 Combinatorial mathematicsLet F be a cubic number field with negative discriminant. Taking into account the extension degree of the ray class field modulo a prime ideal, we study the residual index I(p) of residue classes represented by units ...
40 Central Limit Theorems in Analytic Number Theory 48:39 Kantorovich operators and their ergodic properties 1:02:06 L-Functions of Elliptic Curves Modulo Integers 49:33 The Bootstrap Learning Algorithm 20:49 A logarithmic improvement in the Bombieri-Vinogradov theorem 1:00:48 A Reintroduction to ...
One way to specify that the equality above has to hold for all X rank-one is to require that the two polynomials on each side of the equality are equal modulo the ideal I of rank-one matrices. This is the approach we adopted when presenting the sum-of-squares program for τ+sos(A)...
in this paper, Feller (1971, §XII.5, Example c) considers the tail behavior of W when F has a moment generating function finite in a neighborhood of the origin. He shows that if the moment generating function of F is 1 at some positive κ, and if the number β = ∞ 0 xexp(...
b) Die beiden Zähler (Z1, Z2) werden so gesteuert, daß sie abwechselnd modulo n und modulo n+1 zählen, die Zählperioden beider Zähler (Z1, Z2) also abwechselnd aus n und n+1 Takten bestehen. c) Von beiden Zählern (Z1, Z2) wird jeweils einer oder mehrere au...