def integrate(self, function, lower_bound, upper_bound):
        """
        Calculates the integral of the given one dimensional function
        in the interval from lower_bound to upper_bound, with the simplex integration method.
        """
        ret = 0.0
        n = self.nsteps
        xStep = (float(upper_bound) - float(lower_bound)) / float(n)
        self.log_info("xStep" + str(xStep))
        x = lower_bound
        val1 = function(x)
        self.log_info("val1: " + str(val1))
        for i in range(n):
            x = (i + 1) * xStep + lower_bound
            self.log_info("x: " + str(x))
            val2 = function(x)
            self.log_info("val2: " + str(val2))
            ret += 0.5 * xStep * (val1 + val2)
            val1 = val2
        return ret
def integrate ( self , function , lower_bound , upper_bound ) : ret = 0.0 n = self . nsteps xStep = ( float ( upper_bound ) - float ( lower_bound ) ) / float ( n ) self . log_info ( "xStep" + str ( xStep ) ) x = lower_bound val1 = function ( x ) self . log_info ( "val1: " + str ( val1 ) ) for i in range ( n ) : x = ( i + 1 ) * xStep + lower_bound self . log_info ( "x: " + str ( x ) ) val2 = function ( x ) self . log_info ( "val2: " + str ( val2 ) ) ret += 0.5 * xStep * ( val1 + val2 ) val1 = val2 return ret
Calculates the integral of the given one dimensional function
        in the interval from lower_bound to upper_bound, with the simplex integration method.