Multiplication and division are conceptually inversely related: Each division problem can be transformed into as a multiplication problem and vice versa. Recent research has indicated strong ...

Abstract: We deal with accurate complex multiplication in binary floating-point arithmetic, with an emphasis on the case where one of the operands is a "double-word ...

We show that complex multiplication on abelian varieties is equivalent to the existence of a constant rational Kahler metric. We give a sufficient condition for a mirror of an abelian variety of ...

I'm trying to restrict the problem, but for now it seems that with newer numpy versions on x64 certain complex products return different results depending on whether the operands are wrapped in a ...

Abstract: The main goal of this paper is to give a bound on the denominators of Igusa class polynomials for genus 2 curves. Our motivation is from cryptography via the use of genus 2 curves with a ...

Some individuals experience more difficulties with math than others, in particular when arithmetic problems get more complex. Math ability, on one hand, and arithmetic complexity, on the other hand, ...

The theory of complex multiplication on curves is very old and rich, going back at least to Klein. Since then, many authors have been developing the theory, in parallel with quite a heavy load of ...

We show how Moore's observation, in the context of toroidal compactifications in type IIB string theory, concerning the complex multiplication structure of black hole attractor varieties, can be ...

#Basic Mathematical operations like addition, multiplication, subtraction and division on complex numbers using java #Author - aaradhana p. package assignment1 ...