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Modular arithmetic can be used to compute

exactly, at low cost, a set of simple computations.

These include most geometric predicates, that

need to be checked exactly, and especially, the

sign of determinants and more general polynomial

expressions.

Modular arithmetic resides on the Chinese

Remainder Theorem, which states that, when

computing an integer expression, you only have to

compute it modulo several relatively prime integers

called the modulis...

Modular arithmetic can be used to compute

exactly, at low cost, a set of simple computations.

These include most geometric predicates, that

need to be checked exactly, and especially, the

sign of determinants and more general polynomial

expressions.

Modular arithmetic resides on the Chinese

Remainder Theorem, which states that, when

computing an integer expression, you only have to

compute it modulo several relatively prime integers

called the modulis...

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