source: geniuswebcore/geniusweb/bidspace/Interval.py@ 81

from decimal import Decimal
from math import floor, ceil
from typing import Optional

class Interval:
        '''
        An interval [min, max].
        '''
        #ZERO = Interval(0,0) can't be done in Python...


        def __init__(self, min:Decimal, max:Decimal):
                '''
                AN interval [min,max]. If min > max, then there are no values in this
                interval.
                
                @param min the minimum value of the interval
                @param max the maximum value of the interval
                '''
                if min == None or max == None:
                        raise ValueError("min and max must contain not None")
                self._min = min
                self._max = max

        def getMin(self)->Decimal :
                '''
                @return the minimum value of the interval
                '''
                return self._min

        def getMax(self) ->Decimal :
                '''
                @return the maximum value of the interval
                '''
                return self._max

        def isEmpty(self)->bool :
                '''
                @return true iff this range does not contain any element.
                '''
                return self._min > self._max

        def contains(self, value:Decimal ) ->bool :
                '''
                @param value the value to test
                @return true iff min ≤ value ≤ max
                '''
                return self._min<=value  and self._max>= value

        def add(self, other:"Interval" ) ->"Interval" :
                '''
                @param other {@link Interval} to be added to this
                @return new interval [ this.min + other.min , this.max + other.max ]
                '''
                return Interval(self._min + other._min, self._max+other._max)

        def intersect(self, other:"Interval" ) ->"Interval" :
                '''
                @param other another {@link Interval} intersect with
                @return intersection of this with other. returns null if intersection is
                        empty.
                '''
                return Interval(max(self._min,other._min),min(self._max,other._max))

        def invert(self,  other:"Interval") -> Optional["Interval"] :
                '''
                @param other the other minmax to deal with
                @return the range of values that, when added to a value from other, will
                        possibly get in our range. effectively, [min-other.max,
                        max-other.min]. Returns None if the resulting range is empty.
                '''
                newmin = self._min-other._max
                newmax = self._max-other._min
                if newmin>newmax:
                        return None;
                return Interval(newmin, newmax);

        def subtract(self,  value:Decimal) ->"Interval" :
                '''
                @param value the value to subtract
                @return Interval with both min and max reduced by value.
                '''
                return Interval(self._min-value, self._max-value)

        def multiply(self, weight:Decimal ) -> "Interval" :
                return Interval(self._min*weight, self._max*weight)
        
        #Override
        def __repr__(self) ->str:
                return "Interval[" + str(self._min) + "," + str(self._max) + "]"

        def round(self, precision:int)->"Interval" :
                '''
                @param precision number of digits required
                @return this but with modified precision. The interval is rounded so that
                        the new interval is inside the old one.
                '''
                factor=Decimal(10)**precision
                return Interval( ceil(self._min * factor)/factor,
                                                floor(self._max * factor)/factor)       

        #Override
        def __hash__(self)->int:
                return hash((self._min, self._max))

        def __eq__(self, other):
                return isinstance(other, self.__class__) and \
                        self._min == other._min and \
                        self._max == other._max