operators:
  +:
    realization: +
    alias:
    - add
    - plus
    inverse: '-'
    arity: 2
    weight: 10
    precedence: 1
    commutative: true
    symmetry: 0
    positive: false
    monotonicity: 0
  '-':
    realization: '-'
    alias:
    - sub
    - minus
    inverse: +
    arity: 2
    weight: 5
    precedence: 1
    commutative: false
    symmetry: 0
    positive: false
    monotonicity: 0
  neg:
    realization: nsrops.neg
    wolfram: Negative
    alias:
    - negative
    inverse: neg
    arity: 1
    weight: 5
    precedence: 2.5
    commutative: false
    symmetry: -1
    positive: false
    monotonicity: -1
  '*':
    realization: '*'
    alias:
    - mul
    - times
    inverse: /
    arity: 2
    weight: 10
    precedence: 2
    commutative: true
    symmetry: 0
    positive: false
    monotonicity: 0
  /:
    realization: /
    alias:
    - div
    - divide
    inverse: '*'
    arity: 2
    weight: 5
    precedence: 2
    commutative: false
    symmetry: 0
    positive: false
    monotonicity: 0
  abs:
    realization: abs
    wolfram: Abs
    alias:
    - absolute
    inverse: null
    arity: 1
    weight: 4
    precedence: 3
    commutative: false
    symmetry: 1
    positive: true
    monotonicity: 0
  inv:
    realization: nsrops.inv
    wolfram: Inverse
    alias:
    - inverse
    inverse: inv
    arity: 1
    weight: 4
    precedence: 4
    commutative: false
    symmetry: -1
    positive: false
    monotonicity: -1
  pow2:
    realization: nsrops.pow2
    alias:
    - square
    inverse: null
    arity: 1
    weight: 4
    precedence: 3
    commutative: false
    symmetry: 1
    positive: true
    monotonicity: 0
  pow3:
    realization: nsrops.pow3
    alias:
    - cube
    inverse: pow1_3
    arity: 1
    weight: 2
    precedence: 3
    commutative: false
    symmetry: -1
    positive: false
    monotonicity: 1
  pow4:
    realization: nsrops.pow4
    alias: []
    inverse: null
    arity: 1
    weight: 1
    precedence: 3
    commutative: false
    symmetry: 1
    positive: true
    monotonicity: 0
  pow5:
    realization: nsrops.pow5
    alias: []
    inverse: pow1_5
    arity: 1
    weight: 1
    precedence: 3
    commutative: false
    symmetry: -1
    positive: false
    monotonicity: 1
  pow1_2:
    realization: nsrops.pow1_2
    alias:
    - sqrt
    inverse: null
    arity: 1
    weight: 4
    precedence: 3
    commutative: false
    symmetry: 0
    positive: true
    monotonicity: 1
  pow1_3:
    realization: nsrops.pow1_3
    alias: []
    inverse: null
    arity: 1
    weight: 2
    precedence: 3
    commutative: false
    symmetry: -1
    positive: false
    monotonicity: 1
  pow1_4:
    realization: nsrops.pow1_4
    alias: []
    inverse: null
    arity: 1
    weight: 1
    precedence: 3
    commutative: false
    symmetry: 0
    positive: true
    monotonicity: 1
  pow1_5:
    realization: nsrops.pow1_5
    alias: []
    inverse: null
    arity: 1
    weight: 1
    precedence: 3
    commutative: false
    symmetry: -1
    positive: false
    monotonicity: 1
  sin:
    realization: numpy.sin
    wolfram: Sin
    alias: []
    inverse: asin
    arity: 1
    weight: 4
    precedence: 2
    commutative: false
    symmetry: -1
    positive: false
    monotonicity: 0
  cos:
    realization: numpy.cos
    wolfram: Cos
    alias: []
    inverse: acos
    arity: 1
    weight: 4
    precedence: 2
    commutative: false
    symmetry: 1
    positive: false
    monotonicity: 0
  tan:
    realization: numpy.tan
    wolfram: Tan
    alias: []
    inverse: atan
    arity: 1
    weight: 4
    precedence: 2
    commutative: false
    symmetry: -1
    positive: false
    monotonicity: 0
  asin:
    realization: numpy.arcsin
    wolfram: ArcSin
    alias:
    - arcsin
    inverse: sin
    arity: 1
    weight: 2
    precedence: 2
    commutative: false
    symmetry: -1
    positive: false
    monotonicity: 1
  acos:
    realization: numpy.arccos
    wolfram: ArcCos
    alias:
    - arccos
    inverse: cos
    arity: 1
    weight: 2
    precedence: 2
    commutative: false
    symmetry: 0
    positive: true
    monotonicity: 1
  atan:
    realization: numpy.arctan
    wolfram: ArcTan
    alias:
    - arctan
    inverse: tan
    arity: 1
    weight: 2
    precedence: 2
    commutative: false
    symmetry: -1
    positive: false
    monotonicity: 1
  exp:
    realization: numpy.exp
    wolfram: Exp
    alias: []
    inverse: log
    arity: 1
    weight: 4
    precedence: 3
    commutative: false
    symmetry: 0
    positive: true
    monotonicity: 1
  log:
    realization: numpy.log
    wolfram: Log
    alias:
    - ln
    inverse: exp
    arity: 1
    weight: 4
    precedence: 2
    commutative: false
    symmetry: 0
    positive: false
    monotonicity: 1
variables: 3