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numbers.go
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numbers.go
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// Copyright (c) 2018 The MATRIX Authors
// Distributed under the MIT software license, see the accompanying
// file COPYING or http://www.opensource.org/licenses/mit-license.php
package abi
import (
"math/big"
"reflect"
"github.com/MatrixAINetwork/go-matrix/common"
"github.com/MatrixAINetwork/go-matrix/common/math"
)
var (
bigT = reflect.TypeOf(&big.Int{})
derefbigT = reflect.TypeOf(big.Int{})
uint8T = reflect.TypeOf(uint8(0))
uint16T = reflect.TypeOf(uint16(0))
uint32T = reflect.TypeOf(uint32(0))
uint64T = reflect.TypeOf(uint64(0))
intT = reflect.TypeOf(int(0))
int8T = reflect.TypeOf(int8(0))
int16T = reflect.TypeOf(int16(0))
int32T = reflect.TypeOf(int32(0))
int64T = reflect.TypeOf(int64(0))
addressT = reflect.TypeOf(common.Address{})
intTS = reflect.TypeOf([]int(nil))
int8TS = reflect.TypeOf([]int8(nil))
int16TS = reflect.TypeOf([]int16(nil))
int32TS = reflect.TypeOf([]int32(nil))
int64TS = reflect.TypeOf([]int64(nil))
)
// U256 converts a big Int into a 256bit EVM number.
func U256(n *big.Int) []byte {
return math.PaddedBigBytes(math.U256(n), 32)
}
// checks whether the given reflect value is signed. This also works for slices with a number type
func isSigned(v reflect.Value) bool {
switch v.Type() {
case intTS, int8TS, int16TS, int32TS, int64TS, intT, int8T, int16T, int32T, int64T:
return true
}
return false
}