service/vendor/github.com/xuri/efp/efp.go

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2023-12-21 22:17:40 +08:00
// Package efp (Excel Formula Parser) tokenize an Excel formula using an
// implementation of E. W. Bachtal's algorithm.
//
// Go language version by Ri Xu: https://xuri.me
package efp
import (
"regexp"
"strconv"
"strings"
)
// QuoteDouble, QuoteSingle and other's constants are token definitions.
const (
// Character constants
QuoteDouble = '"'
QuoteSingle = '\''
BracketClose = ']'
BracketOpen = '['
BraceOpen = '{'
BraceClose = '}'
ParenOpen = '('
ParenClose = ')'
Semicolon = ';'
Whitespace = ' '
Comma = ','
ErrorStart = '#'
OperatorsSN = "+-"
OperatorsInfix = "+-*/^&=><"
OperatorsPostfix = '%'
// Token type
TokenTypeNoop = "Noop"
TokenTypeOperand = "Operand"
TokenTypeFunction = "Function"
TokenTypeSubexpression = "Subexpression"
TokenTypeArgument = "Argument"
TokenTypeOperatorPrefix = "OperatorPrefix"
TokenTypeOperatorInfix = "OperatorInfix"
TokenTypeOperatorPostfix = "OperatorPostfix"
TokenTypeWhitespace = "Whitespace"
TokenTypeUnknown = "Unknown"
// Token subtypes
TokenSubTypeStart = "Start"
TokenSubTypeStop = "Stop"
TokenSubTypeText = "Text"
TokenSubTypeNumber = "Number"
TokenSubTypeLogical = "Logical"
TokenSubTypeError = "Error"
TokenSubTypeRange = "Range"
TokenSubTypeMath = "Math"
TokenSubTypeConcatenation = "Concatenation"
TokenSubTypeIntersection = "Intersection"
TokenSubTypeUnion = "Union"
)
var expRegex = regexp.MustCompile(`^[1-9]{1}(\.[0-9]+)?E{1}$`)
// Token encapsulate a formula token.
type Token struct {
TValue string
TType string
TSubType string
}
// Tokens directly maps the ordered list of tokens.
// Attributes:
//
// items - Ordered list
// index - Current position in the list
type Tokens struct {
Index int
Items []Token
}
// Parser inheritable container. TokenStack directly maps a LIFO stack of
// tokens.
type Parser struct {
Formula string
fRune []rune
Tokens Tokens
TokenStack Tokens
Offset int
InString bool
InPath bool
InRange bool
InError bool
}
// isInComparisonSet matches <=, >=, and <>
func isInComparisonSet(r []rune) bool {
if len(r) < 2 {
return false
}
if r[0] != '>' && r[0] != '<' {
return false
}
return r[1] == '=' || (r[0] == '<' && r[1] == '>')
}
// isInfix matches any of +-*/^&=><
func isInfix(r rune) bool {
return r == '+' || r == '-' || r == '*' || r == '/' || r == '^' || r == '&' || r == '=' || r == '>' || r == '<'
}
// isAnError returns a value that indicates whether the given runes text
// represents a formula error.
func isAnError(r []rune) bool {
return runesEqual(r, []rune("#NULL!")) ||
runesEqual(r, []rune("#DIV/0!")) ||
runesEqual(r, []rune("#VALUE!")) ||
runesEqual(r, []rune("#REF!")) ||
runesEqual(r, []rune("#NAME?")) ||
runesEqual(r, []rune("#NUM!")) ||
runesEqual(r, []rune("#N/A")) ||
runesEqual(r, []rune("#SPILL!")) ||
runesEqual(r, []rune("#CALC!")) ||
runesEqual(r, []rune("#GETTING_DATA"))
}
// runesEqual Returns a value that indicates whether the current runes text and
// a specified runes text are equal.
func runesEqual(a, b []rune) bool {
if len(a) != len(b) {
return false
}
for i, r := range a {
if b[i] != r {
return false
}
}
return true
}
// fToken provides function to encapsulate a formula token.
func fToken(value, tokenType, subType string) Token {
return Token{
TValue: value,
TType: tokenType,
TSubType: subType,
}
}
// fTokens provides function to handle an ordered list of tokens.
func fTokens(size, cap int) Tokens {
if size == 0 && cap == 0 {
return Tokens{
Index: -1,
}
}
return Tokens{
Index: -1,
Items: make([]Token, size, cap),
}
}
// add provides function to add a token to the end of the list.
func (tk *Tokens) add(value, tokenType, subType string) Token {
token := fToken(value, tokenType, subType)
tk.addRef(token)
return token
}
// addRef provides function to add a token to the end of the list.
func (tk *Tokens) addRef(token Token) {
tk.Items = append(tk.Items, token)
}
// reset provides function to reset the index to -1.
func (tk *Tokens) reset() {
tk.Index = -1
}
// BOF provides function to check whether beginning of list.
func (tk *Tokens) BOF() bool {
return tk.Index <= 0
}
// EOF provides function to check whether end of list.
func (tk *Tokens) EOF() bool {
return tk.Index >= (len(tk.Items) - 1)
}
// moveNext provides function to move the index along one.
func (tk *Tokens) moveNext() bool {
if tk.EOF() {
return false
}
tk.Index++
return true
}
// current return the current token.
func (tk *Tokens) current() *Token {
if tk.Index == -1 {
return nil
}
return &tk.Items[tk.Index]
}
// next return the next token (leave the index unchanged).
func (tk *Tokens) next() *Token {
if tk.EOF() {
return nil
}
return &tk.Items[tk.Index+1]
}
// previous return the previous token (leave the index unchanged).
func (tk *Tokens) previous() *Token {
if tk.Index < 1 {
return nil
}
return &tk.Items[tk.Index-1]
}
// push provides function to push a token onto the stack.
func (tk *Tokens) push(token Token) {
tk.Items = append(tk.Items, token)
}
// pop provides function to pop a token off the stack.
func (tk *Tokens) pop() Token {
if len(tk.Items) == 0 {
return Token{
TType: TokenTypeFunction,
TSubType: TokenSubTypeStop,
}
}
t := tk.Items[len(tk.Items)-1]
tk.Items = tk.Items[:len(tk.Items)-1]
return fToken("", t.TType, TokenSubTypeStop)
}
// token provides function to non-destructively return the top item on the
// stack.
func (tk *Tokens) token() *Token {
if len(tk.Items) > 0 {
return &tk.Items[len(tk.Items)-1]
}
return nil
}
// value return the top token's value.
func (tk *Tokens) value() string {
if tk.token() == nil {
return ""
}
return tk.token().TValue
}
// tp return the top token's type.
func (tk *Tokens) tp() string {
if tk.token() == nil {
return ""
}
return tk.token().TType
}
// subtype return the top token's subtype.
func (tk *Tokens) subtype() string {
if tk.token() == nil {
return ""
}
return tk.token().TSubType
}
// ExcelParser provides function to parse an Excel formula into a stream of
// tokens.
func ExcelParser() Parser {
return Parser{}
}
// getTokens return a token stream (list).
func (ps *Parser) getTokens() Tokens {
ps.Formula = strings.TrimSpace(ps.Formula)
ps.fRune = []rune(ps.Formula)
if len(ps.fRune) > 0 && ps.fRune[0] != '=' {
ps.Formula = "=" + ps.Formula
ps.fRune = []rune(ps.Formula)
}
var token []rune
// state-dependent character evaluation (order is important)
for !ps.EOF() {
// double-quoted strings
// embeds are doubled
// end marks token
if ps.InString {
if ps.currentChar() == QuoteDouble {
if ps.nextChar() == QuoteDouble {
token = append(token, QuoteDouble)
ps.Offset++
} else {
ps.InString = false
ps.Tokens.add(string(token), TokenTypeOperand, TokenSubTypeText)
token = token[:0]
}
} else {
token = append(token, ps.currentChar())
}
ps.Offset++
continue
}
// single-quoted strings (links)
// embeds are double
// end does not mark a token
if ps.InPath {
if ps.currentChar() == QuoteSingle {
if ps.nextChar() == QuoteSingle {
token = append(token, QuoteSingle)
ps.Offset++
} else {
ps.InPath = false
}
} else {
token = append(token, ps.currentChar())
}
ps.Offset++
continue
}
// bracketed strings (range offset or linked workbook name)
// no embeds (changed to "()" by Excel)
// end does not mark a token
if ps.InRange {
if ps.currentChar() == BracketClose {
ps.InRange = false
}
token = append(token, ps.currentChar())
ps.Offset++
continue
}
// error values
// end marks a token, determined from absolute list of values
if ps.InError {
token = append(token, ps.currentChar())
ps.Offset++
if isAnError(token) {
ps.InError = false
ps.Tokens.add(string(token), TokenTypeOperand, TokenSubTypeError)
token = token[:0]
}
continue
}
// scientific notation check
if len(token) > 1 && (ps.currentChar() == '+' || ps.currentChar() == '-') {
if expRegex.MatchString(string(token)) {
token = append(token, ps.currentChar())
ps.Offset++
continue
}
}
// independent character evaluation (order not important)
// establish state-dependent character evaluations
if ps.currentChar() == QuoteDouble {
if len(token) > 0 {
// not expected
ps.Tokens.add(string(token), TokenTypeUnknown, "")
token = token[:0]
}
ps.InString = true
ps.Offset++
continue
}
if ps.currentChar() == QuoteSingle {
if len(token) > 0 {
// not expected
ps.Tokens.add(string(token), TokenTypeUnknown, "")
token = token[:0]
}
ps.InPath = true
ps.Offset++
continue
}
if ps.currentChar() == BracketOpen {
ps.InRange = true
token = append(token, ps.currentChar())
ps.Offset++
continue
}
if ps.currentChar() == ErrorStart {
if len(token) > 0 {
// not expected
ps.Tokens.add(string(token), TokenTypeUnknown, "")
token = token[:0]
}
ps.InError = true
token = append(token, ps.currentChar())
ps.Offset++
continue
}
// mark start and end of arrays and array rows
if ps.currentChar() == BraceOpen {
if len(token) > 0 {
// not expected
ps.Tokens.add(string(token), TokenTypeUnknown, "")
token = token[:0]
}
ps.TokenStack.push(ps.Tokens.add("ARRAY", TokenTypeFunction, TokenSubTypeStart))
ps.TokenStack.push(ps.Tokens.add("ARRAYROW", TokenTypeFunction, TokenSubTypeStart))
ps.Offset++
continue
}
if ps.currentChar() == Semicolon {
if len(token) > 0 {
ps.Tokens.add(string(token), TokenTypeOperand, "")
token = token[:0]
}
ps.Tokens.addRef(ps.TokenStack.pop())
ps.Tokens.add(string(Comma), TokenTypeArgument, "")
ps.TokenStack.push(ps.Tokens.add("ARRAYROW", TokenTypeFunction, TokenSubTypeStart))
ps.Offset++
continue
}
if ps.currentChar() == BraceClose {
if len(token) > 0 {
ps.Tokens.add(string(token), TokenTypeOperand, "")
token = token[:0]
}
ps.Tokens.addRef(ps.TokenStack.pop())
ps.Tokens.addRef(ps.TokenStack.pop())
ps.Offset++
continue
}
// trim white-space
if ps.currentChar() == Whitespace {
if len(token) > 0 {
ps.Tokens.add(string(token), TokenTypeOperand, "")
token = token[:0]
}
ps.Tokens.add("", TokenTypeWhitespace, "")
ps.Offset++
for (ps.currentChar() == Whitespace) && (!ps.EOF()) {
ps.Offset++
}
continue
}
// multi-character comparators
if isInComparisonSet(ps.doubleChar()) {
if len(token) > 0 {
ps.Tokens.add(string(token), TokenTypeOperand, "")
token = token[:0]
}
ps.Tokens.add(string(ps.doubleChar()), TokenTypeOperatorInfix, TokenSubTypeLogical)
ps.Offset += 2
continue
}
// standard infix operators
if isInfix(ps.currentChar()) {
if len(token) > 0 {
ps.Tokens.add(string(token), TokenTypeOperand, "")
token = token[:0]
}
ps.Tokens.add(string(ps.currentChar()), TokenTypeOperatorInfix, "")
ps.Offset++
continue
}
// standard postfix operators
if ps.currentChar() == OperatorsPostfix {
if len(token) > 0 {
ps.Tokens.add(string(token), TokenTypeOperand, "")
token = token[:0]
}
ps.Tokens.add(string(ps.currentChar()), TokenTypeOperatorPostfix, "")
ps.Offset++
continue
}
// start subexpression or function
if ps.currentChar() == ParenOpen {
if len(token) > 0 {
ps.TokenStack.push(ps.Tokens.add(string(token), TokenTypeFunction, TokenSubTypeStart))
token = token[:0]
} else {
ps.TokenStack.push(ps.Tokens.add("", TokenTypeSubexpression, TokenSubTypeStart))
}
ps.Offset++
continue
}
// function, subexpression, array parameters
if ps.currentChar() == Comma {
if len(token) > 0 {
ps.Tokens.add(string(token), TokenTypeOperand, "")
token = token[:0]
}
if ps.TokenStack.tp() != TokenTypeFunction {
ps.Tokens.add(string(ps.currentChar()), TokenTypeOperatorInfix, TokenSubTypeUnion)
} else {
ps.Tokens.add(string(ps.currentChar()), TokenTypeArgument, "")
}
ps.Offset++
continue
}
// stop subexpression
if ps.currentChar() == ParenClose {
if len(token) > 0 {
ps.Tokens.add(string(token), TokenTypeOperand, "")
token = token[:0]
}
ps.Tokens.addRef(ps.TokenStack.pop())
ps.Offset++
continue
}
// token accumulation
token = append(token, ps.currentChar())
ps.Offset++
}
// dump remaining accumulation
if len(token) > 0 {
ps.Tokens.add(string(token), TokenTypeOperand, "")
}
// move all tokens to a new collection, excluding all unnecessary white-space tokens
tokens2 := fTokens(0, len(ps.Tokens.Items))
for ps.Tokens.moveNext() {
token := ps.Tokens.current()
if token.TType == TokenTypeWhitespace {
if ps.Tokens.BOF() || ps.Tokens.EOF() {
} else if !(((ps.Tokens.previous().TType == TokenTypeFunction) && (ps.Tokens.previous().TSubType == TokenSubTypeStop)) || ((ps.Tokens.previous().TType == TokenTypeSubexpression) && (ps.Tokens.previous().TSubType == TokenSubTypeStop)) || (ps.Tokens.previous().TType == TokenTypeOperand)) {
} else if !(((ps.Tokens.next().TType == TokenTypeFunction) && (ps.Tokens.next().TSubType == TokenSubTypeStart)) || ((ps.Tokens.next().TType == TokenTypeSubexpression) && (ps.Tokens.next().TSubType == TokenSubTypeStart)) || (ps.Tokens.next().TType == TokenTypeOperand)) {
} else {
tokens2.add(token.TValue, TokenTypeOperatorInfix, TokenSubTypeIntersection)
}
continue
}
tokens2.addRef(Token{
TValue: token.TValue,
TType: token.TType,
TSubType: token.TSubType,
})
}
// switch infix "-" operator to prefix when appropriate, switch infix "+"
// operator to noop when appropriate, identify operand and infix-operator
// subtypes, pull "@" from in front of function names
for tokens2.moveNext() {
token := tokens2.current()
if (token.TType == TokenTypeOperatorInfix) && (len(token.TValue) == 1 && token.TValue[0] == '-') {
if tokens2.BOF() {
token.TType = TokenTypeOperatorPrefix
} else if ((tokens2.previous().TType == TokenTypeFunction) && (tokens2.previous().TSubType == TokenSubTypeStop)) || ((tokens2.previous().TType == TokenTypeSubexpression) && (tokens2.previous().TSubType == TokenSubTypeStop)) || (tokens2.previous().TType == TokenTypeOperatorPostfix) || (tokens2.previous().TType == TokenTypeOperand) {
token.TSubType = TokenSubTypeMath
} else {
token.TType = TokenTypeOperatorPrefix
}
continue
}
if (token.TType == TokenTypeOperatorInfix) && (len(token.TValue) == 1 && token.TValue[0] == '+') {
if tokens2.BOF() {
token.TType = TokenTypeNoop
} else if (tokens2.previous().TType == TokenTypeFunction) && (tokens2.previous().TSubType == TokenSubTypeStop) || ((tokens2.previous().TType == TokenTypeSubexpression) && (tokens2.previous().TSubType == TokenSubTypeStop) || (tokens2.previous().TType == TokenTypeOperatorPostfix) || (tokens2.previous().TType == TokenTypeOperand)) {
token.TSubType = TokenSubTypeMath
} else {
token.TType = TokenTypeNoop
}
continue
}
if (token.TType == TokenTypeOperatorInfix) && (len(token.TSubType) == 0) {
if token.TValue[0] == '<' || token.TValue[0] == '>' || token.TValue[0] == '=' {
token.TSubType = TokenSubTypeLogical
} else if len(token.TValue) == 1 && token.TValue[0] == '&' {
token.TSubType = TokenSubTypeConcatenation
} else {
token.TSubType = TokenSubTypeMath
}
continue
}
if (token.TType == TokenTypeOperand) && (len(token.TSubType) == 0) {
if _, err := strconv.ParseFloat(string(token.TValue), 64); err != nil {
if (string(token.TValue) == "TRUE") || (string(token.TValue) == "FALSE") {
token.TSubType = TokenSubTypeLogical
} else {
token.TSubType = TokenSubTypeRange
}
} else {
token.TSubType = TokenSubTypeNumber
}
continue
}
if token.TType == TokenTypeFunction {
if (len(token.TValue) > 0) && token.TValue[0] == '@' {
token.TValue = token.TValue[1:]
}
continue
}
}
tokens2.reset()
// move all tokens to a new collection, excluding all no-ops
tokens := fTokens(0, len(tokens2.Items))
for tokens2.moveNext() {
if tokens2.current().TType != TokenTypeNoop {
tokens.addRef(Token{
TValue: tokens2.current().TValue,
TType: tokens2.current().TType,
TSubType: tokens2.current().TSubType,
})
}
}
tokens.reset()
if len(tokens.Items) == 0 {
tokens.Items = nil
}
return tokens
}
// doubleChar provides function to get two characters after the current
// position.
func (ps *Parser) doubleChar() []rune {
if len(ps.fRune) >= ps.Offset+2 {
return ps.fRune[ps.Offset : ps.Offset+2]
}
return nil
}
// currentChar provides function to get the character of the current position.
func (ps *Parser) currentChar() rune {
return ps.fRune[ps.Offset]
}
// nextChar provides function to get the next character of the current position.
func (ps *Parser) nextChar() rune {
if len(ps.fRune) >= ps.Offset+2 {
return ps.fRune[ps.Offset+1]
}
return 0
}
// EOF provides function to check whether end of tokens stack.
func (ps *Parser) EOF() bool {
return ps.Offset >= len(ps.fRune)
}
// Parse provides function to parse formula as a token stream (list).
func (ps *Parser) Parse(formula string) []Token {
ps.Formula = formula
ps.Tokens = ps.getTokens()
return ps.Tokens.Items
}
// PrettyPrint provides function to pretty the parsed result with the indented
// format.
func (ps *Parser) PrettyPrint() string {
indent := 0
var output strings.Builder
for _, t := range ps.Tokens.Items {
if t.TSubType == TokenSubTypeStop {
indent--
}
for i := 0; i < indent; i++ {
output.WriteRune('\t')
}
output.WriteString(t.TValue)
output.WriteString(" <")
output.WriteString(t.TType)
output.WriteString("> <")
output.WriteString(t.TSubType)
output.WriteString(">\n")
if t.TSubType == TokenSubTypeStart {
indent++
}
}
return output.String()
}
// Render provides function to get formatted formula after parsed.
func (ps *Parser) Render() string {
var output strings.Builder
for _, t := range ps.Tokens.Items {
if t.TType == TokenTypeFunction && t.TSubType == TokenSubTypeStart {
output.WriteString(t.TValue)
output.WriteRune(ParenOpen)
} else if t.TType == TokenTypeFunction && t.TSubType == TokenSubTypeStop {
output.WriteRune(ParenClose)
} else if t.TType == TokenTypeSubexpression && t.TSubType == TokenSubTypeStart {
output.WriteRune(ParenOpen)
} else if t.TType == TokenTypeSubexpression && t.TSubType == TokenSubTypeStop {
output.WriteRune(ParenClose)
} else if t.TType == TokenTypeOperand && t.TSubType == TokenSubTypeText {
output.WriteRune(QuoteDouble)
output.WriteString(t.TValue)
output.WriteRune(QuoteDouble)
} else if t.TType == TokenTypeOperatorInfix && t.TSubType == TokenSubTypeIntersection {
output.WriteRune(Whitespace)
} else {
output.WriteString(t.TValue)
}
}
return output.String()
}