Example #1
0
    def train(self, x, y):
        """
        x - a list of x values
        y - a list of y values
        """
        x_mean = mean(x)
        y_mean = mean(y)
        x_dev = sum([abs(i - x_mean) for i in x])
        y_dev = sum([abs(i - y_mean) for i in y])

        self.slope = (x_dev * y_dev) / (x_dev * x_dev)
        self.intercept = y_mean - (self.slope * x_mean)
Example #2
0
    def train(self, x, y):
        """
        x - a list of x values
        y - a list of y values
        """
        x_mean = mean(x)
        y_mean = mean(y)
        x_dev = sum([abs(i - x_mean) for i in x])
        y_dev = sum([abs(i - y_mean) for i in y])

        self.slope = (x_dev * y_dev) / (x_dev * x_dev)
        self.intercept = y_mean - (self.slope * x_mean)
Example #3
0
def mean(A, ax=None):

    if isinstance(A, (int, long, float, np.ndarray)):
        return np.mean(A, ax)

    elif isinstance(A, f.frac):
        return f.mean(A)

    elif isinstance(A, p.Poly):
        return p.mean(A)

    raise NotImplementedError
Example #4
0
def mean(A, ax=None):

    if isinstance(A, (int, long, float, np.ndarray)):
        return np.mean(A, ax)

    elif isinstance(A, f.frac):
        return f.mean(A)

    elif isinstance(A, p.Poly):
        return p.mean(A)

    raise NotImplementedError
Example #5
0
class LinregNonMatrix(Algorithm):

    def train(self, x, y):

        x_mean = mean(x)
Example #6
0
endfunction

function y = vandermonde3(a)
  n = length(a)
  y = kron(a, ones(1, n)).^kron([0:n-1]', ones(1, n))'
endfunction

from base import Algorithm, mean

class LinregNonMatrix(Algorithm):

    def train(self, x, y):

        x_mean = mean(x)

        y_mean = mean(y)

        x_dev = sum([i-x_mean for i in x])

        y_dev = sum([i-y_mean for i in y])

        self.slope = (x_dev*y_dev)/(x_dev*x_dev)

        self.intercept = y_mean - (self.slope*x_mean)

    def predict(self, x):

        return [i*self.slope + self.intercept for i in x]


class LinregListMatrix(Algorithm):
    Xrwm = base.rwm(post, N * N_temp, sigma_is[0], x0[:, 0],
                    Disp=0)  #random walk metropolis
    yy, ww = base.weight_samples(Xw, W_IS)
    xx = base.resample_IS(yy, ww, N)

    mean_r[i, :] = np.mean(Xrwm[N_temp * Burn_in:], 0)
    mean_pf[i, :] = np.mean(Xptf[Burn_in:, :, 0], 0)
    mean_sd[i, :] = np.mean(Xsd[Burn_in:, :, 0], 0)

    mean_uw[i, :] = np.mean(Xuw[Burn_in:, :, 0], 0)
    mean_w[i, :] = np.average(yy[Burn_in * math.factorial(N_temp):, :, 0],
                              0,
                              weights=ww[Burn_in * math.factorial(N_temp):])

    mean_y[i, :] = np.mean(xx[Burn_in:, :, 0], 0)
    mean_z[i, :] = base.mean(Xw[Burn_in:, :, :], W_IS[Burn_in:, :])

    np.save('mean_r_circle_b.npy', mean_r)
    np.save('mean_p_circle_b.npy', mean_p)
    np.save('mean_uw_circle_b.npy', mean_uw)
    np.save('mean_w_circle_b.npy', mean_w)
    np.save('mean_sd_circle_b.npy', mean_sd)

print('----------------------------------')
print('----------------------------------')
print('means')

print(np.mean(mean_r, 0))
print(np.mean(mean_pf, 0))
print(np.mean(mean_sd, 0))