diff --git a/GPy/util/datasets.py b/GPy/util/datasets.py index a6a97457..d13e9f6c 100644 --- a/GPy/util/datasets.py +++ b/GPy/util/datasets.py @@ -145,6 +145,12 @@ The database was created with funding from NSF EIA-0196217.""", 'citation' : 'A Global Geometric Framework for Nonlinear Dimensionality Reduction, J. B. Tenenbaum, V. de Silva and J. C. Langford, Science 290 (5500): 2319-2323, 22 December 2000', 'license' : None, 'size' : 24229368}, + 'xw_pen' : {'urls' : [neil_url + 'xw_pen/'], + 'files' : [['xw_pen_15.csv']], + 'details' : """Accelerometer pen data used for robust regression by Tipping and Lawrence.""", + 'citation' : 'Michael E. Tipping and Neil D. Lawrence. Variational inference for Student-t models: Robust Bayesian interpolation and generalised component analysis. Neurocomputing, 69:123--141, 2005', + 'license' : None, + 'size' : 3410} } @@ -608,6 +614,14 @@ def olivetti_faces(data_set='olivetti_faces'): Y = np.asarray(Y) lbls = np.asarray(lbls)[:, None] return data_details_return({'Y': Y, 'lbls' : lbls, 'info': "ORL Faces processed to 64x64 images."}, data_set) + +def xw_pen(data_set='xw_pen'): + if not data_available(data_set): + download_data(data_set) + Y = np.loadtxt(os.path.join(data_path, data_set, 'xw_pen_15.csv'), delimiter=',') + X = np.arange(485)[:, None] + return data_details_return({'Y': Y, 'X': X, 'info': "Tilt data from a personalized digital assistant pen."}, data_set) + def download_rogers_girolami_data(): if not data_available('rogers_girolami_data'): diff --git a/GPy/util/symbolic.py b/GPy/util/symbolic.py index 10c59a5e..0b5ca381 100644 --- a/GPy/util/symbolic.py +++ b/GPy/util/symbolic.py @@ -28,13 +28,25 @@ class sim_h(Function): @classmethod def eval(cls, t, tprime, d_i, d_j, l): # putting in the is_Number stuff forces it to look for a fdiff method for derivative. - return (exp((d_j/2*l)**2)/(d_i+d_j) - *(exp(-d_j*(tprime - t)) - *(erf((tprime-t)/l - d_j/2*l) - + erf(t/l + d_j/2*l)) - - exp(-(d_j*tprime + d_i)) - *(erf(tprime/l - d_j/2*l) - + erf(d_j/2*l)))) + if (t.is_Number + and tprime.is_Number + and d_i.is_Number + and d_j.is_Number + and l.is_Number): + if (t is S.NaN + or tprime is S.NaN + or d_i is S.NaN + or d_j is S.NaN + or l is S.NaN): + return S.NaN + else: + return (exp((d_j/2*l)**2)/(d_i+d_j) + *(exp(-d_j*(tprime - t)) + *(erf((tprime-t)/l - d_j/2*l) + + erf(t/l + d_j/2*l)) + - exp(-(d_j*tprime + d_i)) + *(erf(tprime/l - d_j/2*l) + + erf(d_j/2*l)))) class erfc(Function): nargs = 1