scancode-miro/node_modules/jsts/org/locationtech/jts/math/DD.js

import StringBuffer from '../../../../java/lang/StringBuffer'
import Double from '../../../../java/lang/Double'
import Integer from '../../../../java/lang/Integer'
import Character from '../../../../java/lang/Character'
import Comparable from '../../../../java/lang/Comparable'
import Cloneable from '../../../../java/lang/Cloneable'
import Serializable from '../../../../java/io/Serializable'
export default class DD {
  constructor() {
    DD.constructor_.apply(this, arguments)
  }
  static constructor_() {
    this._hi = 0.0
    this._lo = 0.0
    if (arguments.length === 0) {
      this.init(0.0)
    } else if (arguments.length === 1) {
      if (typeof arguments[0] === 'number') {
        const x = arguments[0]
        this.init(x)
      } else if (arguments[0] instanceof DD) {
        const dd = arguments[0]
        this.init(dd)
      } else if (typeof arguments[0] === 'string') {
        const str = arguments[0]
        DD.constructor_.call(this, DD.parse(str))
      }
    } else if (arguments.length === 2) {
      const hi = arguments[0], lo = arguments[1]
      this.init(hi, lo)
    }
  }
  static determinant() {
    if (typeof arguments[3] === 'number' && (typeof arguments[2] === 'number' && (typeof arguments[0] === 'number' && typeof arguments[1] === 'number'))) {
      const x1 = arguments[0], y1 = arguments[1], x2 = arguments[2], y2 = arguments[3]
      return DD.determinant(DD.valueOf(x1), DD.valueOf(y1), DD.valueOf(x2), DD.valueOf(y2))
    } else if (arguments[3] instanceof DD && (arguments[2] instanceof DD && (arguments[0] instanceof DD && arguments[1] instanceof DD))) {
      const x1 = arguments[0], y1 = arguments[1], x2 = arguments[2], y2 = arguments[3]
      const det = x1.multiply(y2).selfSubtract(y1.multiply(x2))
      return det
    }
  }
  static sqr(x) {
    return DD.valueOf(x).selfMultiply(x)
  }
  static valueOf() {
    if (typeof arguments[0] === 'string') {
      const str = arguments[0]
      return DD.parse(str)
    } else if (typeof arguments[0] === 'number') {
      const x = arguments[0]
      return new DD(x)
    }
  }
  static sqrt(x) {
    return DD.valueOf(x).sqrt()
  }
  static parse(str) {
    let i = 0
    const strlen = str.length
    while (Character.isWhitespace(str.charAt(i))) i++
    let isNegative = false
    if (i < strlen) {
      const signCh = str.charAt(i)
      if (signCh === '-' || signCh === '+') {
        i++
        if (signCh === '-') isNegative = true
      }
    }
    const val = new DD()
    let numDigits = 0
    let numBeforeDec = 0
    let exp = 0
    let hasDecimalChar = false
    while (true) {
      if (i >= strlen) break
      const ch = str.charAt(i)
      i++
      if (Character.isDigit(ch)) {
        const d = ch - '0'
        val.selfMultiply(DD.TEN)
        val.selfAdd(d)
        numDigits++
        continue
      }
      if (ch === '.') {
        numBeforeDec = numDigits
        hasDecimalChar = true
        continue
      }
      if (ch === 'e' || ch === 'E') {
        const expStr = str.substring(i)
        try {
          exp = Integer.parseInt(expStr)
        } catch (ex) {
          if (ex instanceof NumberFormatException) 
            throw new NumberFormatException('Invalid exponent ' + expStr + ' in string ' + str)
          else throw ex
        } finally {}
        break
      }
      throw new NumberFormatException('Unexpected character \'' + ch + '\' at position ' + i + ' in string ' + str)
    }
    let val2 = val
    if (!hasDecimalChar) numBeforeDec = numDigits
    const numDecPlaces = numDigits - numBeforeDec - exp
    if (numDecPlaces === 0) {
      val2 = val
    } else if (numDecPlaces > 0) {
      const scale = DD.TEN.pow(numDecPlaces)
      val2 = val.divide(scale)
    } else if (numDecPlaces < 0) {
      const scale = DD.TEN.pow(-numDecPlaces)
      val2 = val.multiply(scale)
    }
    if (isNegative) 
      return val2.negate()
    
    return val2
  }
  static createNaN() {
    return new DD(Double.NaN, Double.NaN)
  }
  static copy(dd) {
    return new DD(dd)
  }
  static magnitude(x) {
    const xAbs = Math.abs(x)
    const xLog10 = Math.log(xAbs) / Math.log(10)
    let xMag = Math.trunc(Math.floor(xLog10))
    const xApprox = Math.pow(10, xMag)
    if (xApprox * 10 <= xAbs) xMag += 1
    return xMag
  }
  static stringOfChar(ch, len) {
    const buf = new StringBuffer()
    for (let i = 0; i < len; i++) 
      buf.append(ch)
    
    return buf.toString()
  }
  le(y) {
    return this._hi < y._hi || this._hi === y._hi && this._lo <= y._lo
  }
  extractSignificantDigits(insertDecimalPoint, magnitude) {
    let y = this.abs()
    let mag = DD.magnitude(y._hi)
    const scale = DD.TEN.pow(mag)
    y = y.divide(scale)
    if (y.gt(DD.TEN)) {
      y = y.divide(DD.TEN)
      mag += 1
    } else if (y.lt(DD.ONE)) {
      y = y.multiply(DD.TEN)
      mag -= 1
    }
    const decimalPointPos = mag + 1
    const buf = new StringBuffer()
    const numDigits = DD.MAX_PRINT_DIGITS - 1
    for (let i = 0; i <= numDigits; i++) {
      if (insertDecimalPoint && i === decimalPointPos) 
        buf.append('.')
      
      const digit = Math.trunc(y._hi)
      if (digit < 0 || digit > 9) {}
      if (digit < 0) 
        break
      
      let rebiasBy10 = false
      let digitChar = 0
      if (digit > 9) {
        rebiasBy10 = true
        digitChar = '9'
      } else {
        digitChar = '0' + digit
      }
      buf.append(digitChar)
      y = y.subtract(DD.valueOf(digit)).multiply(DD.TEN)
      if (rebiasBy10) y.selfAdd(DD.TEN)
      let continueExtractingDigits = true
      const remMag = DD.magnitude(y._hi)
      if (remMag < 0 && Math.abs(remMag) >= numDigits - i) continueExtractingDigits = false
      if (!continueExtractingDigits) break
    }
    magnitude[0] = mag
    return buf.toString()
  }
  sqr() {
    return this.multiply(this)
  }
  doubleValue() {
    return this._hi + this._lo
  }
  subtract() {
    if (arguments[0] instanceof DD) {
      const y = arguments[0]
      return this.add(y.negate())
    } else if (typeof arguments[0] === 'number') {
      const y = arguments[0]
      return this.add(-y)
    }
  }
  equals() {
    if (arguments.length === 1 && arguments[0] instanceof DD) {
      const y = arguments[0]
      return this._hi === y._hi && this._lo === y._lo
    }
  }
  isZero() {
    return this._hi === 0.0 && this._lo === 0.0
  }
  selfSubtract() {
    if (arguments[0] instanceof DD) {
      const y = arguments[0]
      if (this.isNaN()) return this
      return this.selfAdd(-y._hi, -y._lo)
    } else if (typeof arguments[0] === 'number') {
      const y = arguments[0]
      if (this.isNaN()) return this
      return this.selfAdd(-y, 0.0)
    }
  }
  getSpecialNumberString() {
    if (this.isZero()) return '0.0'
    if (this.isNaN()) return 'NaN '
    return null
  }
  min(x) {
    if (this.le(x)) 
      return this
    else 
      return x
    
  }
  selfDivide() {
    if (arguments.length === 1) {
      if (arguments[0] instanceof DD) {
        const y = arguments[0]
        return this.selfDivide(y._hi, y._lo)
      } else if (typeof arguments[0] === 'number') {
        const y = arguments[0]
        return this.selfDivide(y, 0.0)
      }
    } else if (arguments.length === 2) {
      const yhi = arguments[0], ylo = arguments[1]
      let hc = null, tc = null, hy = null, ty = null, C = null, c = null, U = null, u = null
      C = this._hi / yhi
      c = DD.SPLIT * C
      hc = c - C
      u = DD.SPLIT * yhi
      hc = c - hc
      tc = C - hc
      hy = u - yhi
      U = C * yhi
      hy = u - hy
      ty = yhi - hy
      u = hc * hy - U + hc * ty + tc * hy + tc * ty
      c = (this._hi - U - u + this._lo - C * ylo) / yhi
      u = C + c
      this._hi = u
      this._lo = C - u + c
      return this
    }
  }
  dump() {
    return 'DD<' + this._hi + ', ' + this._lo + '>'
  }
  divide() {
    if (arguments[0] instanceof DD) {
      const y = arguments[0]
      let hc = null, tc = null, hy = null, ty = null, C = null, c = null, U = null, u = null
      C = this._hi / y._hi
      c = DD.SPLIT * C
      hc = c - C
      u = DD.SPLIT * y._hi
      hc = c - hc
      tc = C - hc
      hy = u - y._hi
      U = C * y._hi
      hy = u - hy
      ty = y._hi - hy
      u = hc * hy - U + hc * ty + tc * hy + tc * ty
      c = (this._hi - U - u + this._lo - C * y._lo) / y._hi
      u = C + c
      const zhi = u
      const zlo = C - u + c
      return new DD(zhi, zlo)
    } else if (typeof arguments[0] === 'number') {
      const y = arguments[0]
      if (Double.isNaN(y)) return DD.createNaN()
      return DD.copy(this).selfDivide(y, 0.0)
    }
  }
  ge(y) {
    return this._hi > y._hi || this._hi === y._hi && this._lo >= y._lo
  }
  pow(exp) {
    if (exp === 0.0) return DD.valueOf(1.0)
    let r = new DD(this)
    let s = DD.valueOf(1.0)
    let n = Math.abs(exp)
    if (n > 1) 
      while (n > 0) {
        if (n % 2 === 1) 
          s.selfMultiply(r)
        
        n /= 2
        if (n > 0) r = r.sqr()
      }
    else 
      s = r
    
    if (exp < 0) return s.reciprocal()
    return s
  }
  ceil() {
    if (this.isNaN()) return DD.NaN
    const fhi = Math.ceil(this._hi)
    let flo = 0.0
    if (fhi === this._hi) 
      flo = Math.ceil(this._lo)
    
    return new DD(fhi, flo)
  }
  compareTo(o) {
    const other = o
    if (this._hi < other._hi) return -1
    if (this._hi > other._hi) return 1
    if (this._lo < other._lo) return -1
    if (this._lo > other._lo) return 1
    return 0
  }
  rint() {
    if (this.isNaN()) return this
    const plus5 = this.add(0.5)
    return plus5.floor()
  }
  setValue() {
    if (arguments[0] instanceof DD) {
      const value = arguments[0]
      this.init(value)
      return this
    } else if (typeof arguments[0] === 'number') {
      const value = arguments[0]
      this.init(value)
      return this
    }
  }
  max(x) {
    if (this.ge(x)) 
      return this
    else 
      return x
    
  }
  sqrt() {
    if (this.isZero()) return DD.valueOf(0.0)
    if (this.isNegative()) 
      return DD.NaN
    
    const x = 1.0 / Math.sqrt(this._hi)
    const ax = this._hi * x
    const axdd = DD.valueOf(ax)
    const diffSq = this.subtract(axdd.sqr())
    const d2 = diffSq._hi * (x * 0.5)
    return axdd.add(d2)
  }
  selfAdd() {
    if (arguments.length === 1) {
      if (arguments[0] instanceof DD) {
        const y = arguments[0]
        return this.selfAdd(y._hi, y._lo)
      } else if (typeof arguments[0] === 'number') {
        const y = arguments[0]
        let H = null, h = null, S = null, s = null, e = null, f = null
        S = this._hi + y
        e = S - this._hi
        s = S - e
        s = y - e + (this._hi - s)
        f = s + this._lo
        H = S + f
        h = f + (S - H)
        this._hi = H + h
        this._lo = h + (H - this._hi)
        return this
      }
    } else if (arguments.length === 2) {
      const yhi = arguments[0], ylo = arguments[1]
      let H = null, h = null, T = null, t = null, S = null, s = null, e = null, f = null
      S = this._hi + yhi
      T = this._lo + ylo
      e = S - this._hi
      f = T - this._lo
      s = S - e
      t = T - f
      s = yhi - e + (this._hi - s)
      t = ylo - f + (this._lo - t)
      e = s + T
      H = S + e
      h = e + (S - H)
      e = t + h
      const zhi = H + e
      const zlo = e + (H - zhi)
      this._hi = zhi
      this._lo = zlo
      return this
    }
  }
  selfMultiply() {
    if (arguments.length === 1) {
      if (arguments[0] instanceof DD) {
        const y = arguments[0]
        return this.selfMultiply(y._hi, y._lo)
      } else if (typeof arguments[0] === 'number') {
        const y = arguments[0]
        return this.selfMultiply(y, 0.0)
      }
    } else if (arguments.length === 2) {
      const yhi = arguments[0], ylo = arguments[1]
      let hx = null, tx = null, hy = null, ty = null, C = null, c = null
      C = DD.SPLIT * this._hi
      hx = C - this._hi
      c = DD.SPLIT * yhi
      hx = C - hx
      tx = this._hi - hx
      hy = c - yhi
      C = this._hi * yhi
      hy = c - hy
      ty = yhi - hy
      c = hx * hy - C + hx * ty + tx * hy + tx * ty + (this._hi * ylo + this._lo * yhi)
      const zhi = C + c
      hx = C - zhi
      const zlo = c + hx
      this._hi = zhi
      this._lo = zlo
      return this
    }
  }
  selfSqr() {
    return this.selfMultiply(this)
  }
  floor() {
    if (this.isNaN()) return DD.NaN
    const fhi = Math.floor(this._hi)
    let flo = 0.0
    if (fhi === this._hi) 
      flo = Math.floor(this._lo)
    
    return new DD(fhi, flo)
  }
  negate() {
    if (this.isNaN()) return this
    return new DD(-this._hi, -this._lo)
  }
  clone() {
    try {
      return null
    } catch (ex) {
      if (ex instanceof CloneNotSupportedException) 
        return null
      else throw ex
    } finally {}
  }
  multiply() {
    if (arguments[0] instanceof DD) {
      const y = arguments[0]
      if (y.isNaN()) return DD.createNaN()
      return DD.copy(this).selfMultiply(y)
    } else if (typeof arguments[0] === 'number') {
      const y = arguments[0]
      if (Double.isNaN(y)) return DD.createNaN()
      return DD.copy(this).selfMultiply(y, 0.0)
    }
  }
  isNaN() {
    return Double.isNaN(this._hi)
  }
  intValue() {
    return Math.trunc(this._hi)
  }
  toString() {
    const mag = DD.magnitude(this._hi)
    if (mag >= -3 && mag <= 20) return this.toStandardNotation()
    return this.toSciNotation()
  }
  toStandardNotation() {
    const specialStr = this.getSpecialNumberString()
    if (specialStr !== null) return specialStr
    const magnitude = new Array(1).fill(null)
    const sigDigits = this.extractSignificantDigits(true, magnitude)
    const decimalPointPos = magnitude[0] + 1
    let num = sigDigits
    if (sigDigits.charAt(0) === '.') {
      num = '0' + sigDigits
    } else if (decimalPointPos < 0) {
      num = '0.' + DD.stringOfChar('0', -decimalPointPos) + sigDigits
    } else if (sigDigits.indexOf('.') === -1) {
      const numZeroes = decimalPointPos - sigDigits.length
      const zeroes = DD.stringOfChar('0', numZeroes)
      num = sigDigits + zeroes + '.0'
    }
    if (this.isNegative()) return '-' + num
    return num
  }
  reciprocal() {
    let hc = null, tc = null, hy = null, ty = null, C = null, c = null, U = null, u = null
    C = 1.0 / this._hi
    c = DD.SPLIT * C
    hc = c - C
    u = DD.SPLIT * this._hi
    hc = c - hc
    tc = C - hc
    hy = u - this._hi
    U = C * this._hi
    hy = u - hy
    ty = this._hi - hy
    u = hc * hy - U + hc * ty + tc * hy + tc * ty
    c = (1.0 - U - u - C * this._lo) / this._hi
    const zhi = C + c
    const zlo = C - zhi + c
    return new DD(zhi, zlo)
  }
  toSciNotation() {
    if (this.isZero()) return DD.SCI_NOT_ZERO
    const specialStr = this.getSpecialNumberString()
    if (specialStr !== null) return specialStr
    const magnitude = new Array(1).fill(null)
    const digits = this.extractSignificantDigits(false, magnitude)
    const expStr = DD.SCI_NOT_EXPONENT_CHAR + magnitude[0]
    if (digits.charAt(0) === '0') 
      throw new IllegalStateException('Found leading zero: ' + digits)
    
    let trailingDigits = ''
    if (digits.length > 1) trailingDigits = digits.substring(1)
    const digitsWithDecimal = digits.charAt(0) + '.' + trailingDigits
    if (this.isNegative()) return '-' + digitsWithDecimal + expStr
    return digitsWithDecimal + expStr
  }
  abs() {
    if (this.isNaN()) return DD.NaN
    if (this.isNegative()) return this.negate()
    return new DD(this)
  }
  isPositive() {
    return this._hi > 0.0 || this._hi === 0.0 && this._lo > 0.0
  }
  lt(y) {
    return this._hi < y._hi || this._hi === y._hi && this._lo < y._lo
  }
  add() {
    if (arguments[0] instanceof DD) {
      const y = arguments[0]
      return DD.copy(this).selfAdd(y)
    } else if (typeof arguments[0] === 'number') {
      const y = arguments[0]
      return DD.copy(this).selfAdd(y)
    }
  }
  init() {
    if (arguments.length === 1) {
      if (typeof arguments[0] === 'number') {
        const x = arguments[0]
        this._hi = x
        this._lo = 0.0
      } else if (arguments[0] instanceof DD) {
        const dd = arguments[0]
        this._hi = dd._hi
        this._lo = dd._lo
      }
    } else if (arguments.length === 2) {
      const hi = arguments[0], lo = arguments[1]
      this._hi = hi
      this._lo = lo
    }
  }
  gt(y) {
    return this._hi > y._hi || this._hi === y._hi && this._lo > y._lo
  }
  isNegative() {
    return this._hi < 0.0 || this._hi === 0.0 && this._lo < 0.0
  }
  trunc() {
    if (this.isNaN()) return DD.NaN
    if (this.isPositive()) return this.floor(); else return this.ceil()
  }
  signum() {
    if (this._hi > 0) return 1
    if (this._hi < 0) return -1
    if (this._lo > 0) return 1
    if (this._lo < 0) return -1
    return 0
  }
  get interfaces_() {
    return [Serializable, Comparable, Cloneable]
  }
}
DD.PI = new DD(3.141592653589793116e+00, 1.224646799147353207e-16)
DD.TWO_PI = new DD(6.283185307179586232e+00, 2.449293598294706414e-16)
DD.PI_2 = new DD(1.570796326794896558e+00, 6.123233995736766036e-17)
DD.E = new DD(2.718281828459045091e+00, 1.445646891729250158e-16)
DD.NaN = new DD(Double.NaN, Double.NaN)
DD.EPS = 1.23259516440783e-32
DD.SPLIT = 134217729.0
DD.MAX_PRINT_DIGITS = 32
DD.TEN = DD.valueOf(10.0)
DD.ONE = DD.valueOf(1.0)
DD.SCI_NOT_EXPONENT_CHAR = 'E'
DD.SCI_NOT_ZERO = '0.0E0'