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package integergroup
import (
"math/big"
group "salsa.debian.org/vasudev/gospake2/groups"
)
// IntegerElement represents integer of specific multiplicative group.
type IntegerElement struct {
params *GroupParameters
e *big.Int
}
// Add is actually multiplication mod `p` where `p` is order of the
// multiplicative group
func (i IntegerElement) Add(other group.Element) group.Element {
a := i.e
b := other.(IntegerElement).e
if !i.params.equal(other.(IntegerElement).params) {
panic("You can't add elements of 2 different groups")
}
result := new(big.Int).Mul(a, b)
return group.Element(IntegerElement{params: i.params, e: result.Mod(result, i.params.p)})
}
// ScalarMult for multiplicative group is g^s mod p where `g` is group generator
// and p is order of the group
func (i IntegerElement) ScalarMult(s *big.Int) group.Element {
reducedS := new(big.Int).Mod(s, i.params.q)
return group.Element(IntegerElement{params: i.params, e: new(big.Int).Exp(i.e, reducedS, i.params.p)})
}
// Negate return negated representation of given element.
func (i IntegerElement) Negate() group.Element {
return group.Element(IntegerElement{params: i.params, e: new(big.Int).Neg(i.e)})
}
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