import __main__

def import_to_global(modname, attrs=None, math=False):
	"""
		import_to_global(modname, (a,b,c,...), math): like "from modname import a,b,c,...",
		but imports to global namespace (__main__).
		If math==True, also registers functions with QtiPlot's math function list.
	"""
	mod = __import__(modname)
	for submod in modname.split(".")[1:]:
		mod = getattr(mod, submod)
	if attrs==None: attrs=dir(mod)
	for name in attrs:
		f = getattr(mod, name)
		setattr(__main__, name, f)
		# make functions available in QtiPlot's math function list
		if math and callable(f): qti.mathFunctions[name] = f

# Import standard math functions and constants into global namespace.
import_to_global("math", None, True)

# Import selected parts of scipy.special (if available) into global namespace.
# See www.scipy.org for information on SciPy and how to get it.
have_scipy = False
try:
	special_functions = [
		# Airy Functions
		"airy", "airye", "ai_zeros", "bi_zeros",
		# Elliptic Functions and Integrals
		"ellipj", "ellipk", "ellipkinc", "ellipe", "ellipeinc",
		# Bessel Functions
		"jn", "jv", "jve",
		"yn", "yv", "yve",
		"kn", "kv", "kve",
		"iv", "ive",
		"hankel1", "hankel1e", "hankel2", "hankel2e",
		"lmbda",
		"jnjnp_zeros", "jnyn_zeros",
		"jn_zeros", "jnp_zeros",
		"yn_zeros", "ynp_zeros",
		"y0_zeros", "y1_zeros", "y1p_zeros",
		"j0", "j1", "y0", "y1", "i0", "i0e", "i1", "i1e", "k0", "k0e", "k1", "k1e",
		# Integrals of Bessel Functions
		"itj0y0", "it2j0y0", "iti0k0", "it2i0k0", "besselpoly",
		# Derivatives of Bessel Functions
		"jvp", "yvp", "kvp", "ivp", "h1vp", "h2vp",
		# Spherical Bessel Functions
		"sph_jn", "sph_yn", "sph_jnyn", "sph_in", "sph_kn", "sph_inkn",
		# Ricatti-Bessel Functions
		"riccati_jn", "riccati_yn",
		# Struve Functions
		"struve", "modstruve", "itstruve0", "it2struve0", "itmodstruve0",
		# Gamma and Related Functions
		"gamma", "gammaln", "gammainc", "gammaincinv", "gammaincc", "gammainccinv",
		"beta", "betaln", "betainc", "betaincinv",
		"psi", "rgamma", "polygamma",
		# Error Function and Fresnel Integrals
		"erf", "erfc", "erfinv", "erfcinv", "erf_zeros",
		"fresnel", "fresnel_zeros", "fresnelc_zeros", "fresnels_zeros", "modfresnelp", "modfresnelm",
		# Legendre Functions
		"lpn", "lqn", "lpmn", "lqmn", "lpmv", "sph_harm",
		# Orthogonal polynomials
		"legendre", "sh_legendre",
		"chebyt", "chebyu", "chebyc", "chebys", "sh_chebyt", "sh_chebyu",
		"jacobi", "sh_jacobi",
		"laguerre", "genlaguerre",
		"hermite", "hermitenorm",
		"gegenbauer",
		# HyperGeometric Functions
		"hyp2f1",
		"hyp1f1", "hyperu", "hyp0f1",
		"hyp2f0", "hyp1f2", "hyp3f0",
		# Parabolic Cylinder Functions
		"pbdv", "pbvv", "pbwa", "pbdv_seq", "pbvv_seq", "pbdn_seq",
		# Mathieu and related Functions (and derivatives)
		"mathieu_a", "mathieu_b", "mathieu_even_coef", "mathieu_odd_coef",
		"mathieu_cem", "mathieu_sem", "mathieu_modcem1", "mathieu_modcem2", "mathieu_modsem1", "mathieu_modsem2",
		# Spheroidal Wave Functions
		"pro_ang1", "pro_rad1", "pro_rad2",
		"obl_ang1", "obl_rad1", "obl_rad2",
		"pro_cv", "obl_cv", "pro_cv_seq", "obl_cv_seq",
		"pro_ang1_cv", "pro_rad1_cv", "pro_rad2_cv",
		"obl_ang1_cv", "obl_rad1_cv", "obl_rad2_cv",
		# Kelvin Functions
		"kelvin", "kelvin_zeros",
		"ber", "bei", "berp", "beip", "ker", "kei", "kerp", "keip",
		"ber_zeros", "bei_zeros", "berp_zeros", "beip_zeros", "ker_zeros", "kei_zeros", "kerp_zeros", "keip_zeros",
		# Other Special Functions
		"expn", "exp1", "expi",
		"wofz", "dawsn",
		"shichi", "sici", "spence",
		"zeta", "zetac",
		# Convenience Functions
		"cbrt", "exp10", "exp2",
		"radian", "cosdg", "sindg", "tandg", "cotdg",
		"log1p", "expm1", "cosm1",
		"round",
	]
	import_to_global("scipy.special", special_functions, True)
	have_scipy = True
	print("Loaded %d special functions from scipy.special." % len(special_functions))
except(ImportError): pass

# Import selected parts of pygsl.sf (if available) into global namespace.
# See pygsl.sourceforge.net for information on pygsl and how to get it.
try:
	# special functions not defined in SciPy
	special_functions = [
			# Restriction functions
			"angle_restrict_pos_err", "angle_restrict_symm_err",
			# Gamma and Related Functions
			"choose", "fact", "doublefact",
			"gammastar", "gammainv",
			"lnfact", "lndoublefact",
			"poch", "pochrel", "lnpoch", "lnpoch_sgn",
			"psi_1_int", "psi_1piy", "psi_int", "psi_n",
			# Fermi-Dirac integrals
			"fermi_dirac_0", "fermi_dirac_half", "fermi_dirac_1",
			"fermi_dirac_3half", "fermi_dirac_2",
			"fermi_dirac_inc_0", "fermi_dirac_int", "fermi_dirac_m1",
			"fermi_dirac_mhalf",
			# Elliptic Functions and Integrals
			"ellint_D", "ellint_F",
			"ellint_RC", "ellint_RD", "ellint_RF", "ellint_RJ",
			"elljac",
			# Error Function and Fresnel Integrals
			"log_erfc",
			# Other Integrals
			"atanint",
			"expint_3", "expint_E1", "expint_E2", "expint_Ei",
			# Legendre Functions and Spherical Harmonics
			"conicalP_0", "conicalP_1", "conicalP_half", "conicalP_mhalf",
			"conicalP_sph_reg", "conicalP_cyl_reg",
			"legendre_H3d", "legendre_H3d_0", "legendre_H3d_1",
			"legendre_Q0", "legendre_Q1", "legendre_Ql",
			"legendre_sphPlm",
			# Coulomb Functions
			"hydrogenicR", "hydrogenicR_1",
			"coulomb_CL", "coulomb_wave_FG",
			# Lambert's W function
			"lambert_W0", "lambert_Wm1",
			# Synchrotron functions
			"synchrotron_1", "synchrotron_2",
			# Transport functions
			"transport_2", "transport_3", "transport_4", "transport_5",
			# Clausen function
			"clausen",
			# Coupling coefficients
			"coupling_3j", "coupling_6j", "coupling_9j",
			# Debye functions
			"debye_1", "debye_2", "debye_3", "debye_4",
			# Dilogarithm
			"dilog",
			# Zeta Functions
			"eta", "eta_int",
			"hzeta", "zeta_int",
			# HyperGeometric Functions
			"hyperg_1F1_int",
			"hyperg_2F1_conj", "hyperg_2F1_conj_renorm", "hyperg_2F1_renorm",
			"hyperg_U_e10", "hyperg_U_int", "hyperg_U_int_e10",
			# Trigonometric Functions
			"hypot", "sinc",
			"lnsinh", "lncosh",
			# Other Special Functions
			"log_abs", "taylorcoeff",
			]
	# special functions also defined in SciPy
	special_functions_doublets = [
			# Airy functions
			"airy_Ai", "airy_Ai_deriv", "airy_Ai_scaled", "airy_Ai_deriv_scaled",
			"airy_Bi", "airy_Bi_deriv", "airy_Bi_scaled", "airy_Bi_deriv_scaled",
			"airy_zero_Ai", "airy_zero_Ai_deriv", "airy_zero_Bi", "airy_zero_Bi_deriv",
			# Bessel functions
			"bessel_I0", "bessel_I1", "bessel_In", "bessel_Inu",
			"bessel_I0_scaled", "bessel_I1_scaled", "bessel_In_scaled", "bessel_Inu_scaled",
			"bessel_J0", "bessel_J1", "bessel_Jn", "bessel_Jnu",
			"bessel_K0", "bessel_K1", "bessel_Kn", "bessel_Knu",
			"bessel_K0_scaled", "bessel_K1_scaled", "bessel_Kn_scaled", "bessel_Knu_scaled",
			"bessel_Y0", "bessel_Y1", "bessel_Yn", "bessel_Ynu",
			"bessel_i0_scaled", "bessel_i1_scaled", "bessel_i2_scaled", "bessel_il_scaled",
			"bessel_j0", "bessel_j1", "bessel_j2", "bessel_jl",
			"bessel_k0_scaled", "bessel_k1_scaled", "bessel_k2_scaled", "bessel_kl_scaled",
			"bessel_y0", "bessel_y1", "bessel_y2", "bessel_yl",
			"bessel_lnKnu",
			"bessel_zero_J0", "bessel_zero_J1", "bessel_zero_Jnu",
			# Gamma and Related Functions
			"beta", "beta_inc",
			"gamma", "gamma_inc_P", "gamma_inc_Q",
			"lnbeta", "lngamma",
			"psi",
			# Elliptic Functions and Integrals
			"ellint_E", "ellint_Ecomp", "ellint_Kcomp", "ellint_P",
			# Error Function and Fresnel Integrals
			"erf", "erfc", "erf_Q", "erf_Z",
			# Gegenbauer polynomials
			"gegenpoly_1", "gegenpoly_2", "gegenpoly_3", "gegenpoly_n",
			# HyperGeometric Functions
			"hyperg_0F1", "hyperg_1F1", "hyperg_2F0", "hyperg_2F1",
			"hyperg_U",
			# Orthogonal Polynomials
			"laguerre_1", "laguerre_2", "laguerre_3", "laguerre_n",
			"legendre_P1", "legendre_P2", "legendre_P3",
			"legendre_Pl", "legendre_Plm",
			# Zeta Functions
			"zeta",
			# Other special functions
			"Shi", "Chi", "Si", "Ci",
			"dawson",
			"log_1plusx", "log_1plusx_mx",
			]
	import_to_global("pygsl.sf", special_functions, True)
	if have_scipy:
		print("Loaded %d special functions from pygsl.sf." % len(special_functions))
	else:
		import_to_global("pygsl.sf", special_functions_doublets, True)
		print("Loaded %d special functions from pygsl.sf." % (len(special_functions) + len(special_functions_doublets)))
except(ImportError): pass


# make Qt API available (it gets imported in any case by the qti module)
global QtGui
from PyQt4 import QtGui

global QtCore
from PyQt4 import QtCore

global Qt
from PyQt4.QtCore import Qt

# import QtiPlot's classes to the global namespace (particularly useful for fits)
from qti import *

# import selected methods of ApplicationWindow into the global namespace
appImports = (
	"table", "newTable",
	"matrix", "newMatrix",
	"graph", "newGraph",
	"note", "newNote",
	"newPlot3D",
	"tableToMatrix", "matrixToTable",
	"openTemplate", "saveAsTemplate",
	"clone", "setWindowName",
	"importImage",
	"setPreferences",
	"plot", "plot3D", "stemPlot",
	"activeFolder", "rootFolder",
	"addFolder", "deleteFolder", "changeFolder", "copyFolder",
	"saveFolder", "appendProject", "saveProjectAs",
	"currentTable","currentMatrix","currentGraph","currentNote",
	"resultsLog", "workspace"
	)
for name in appImports:
	setattr(__main__,name,getattr(qti.app,name))

# import utility module
import sys
sys.path.append("/usr/local/share/qtiplot")
try:
	import_to_global("qtiUtil")
	print "qtiUtil file successfully imported!"
except(ImportError):
	print "Failed to import qtiUtil file!"
