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def importevla ( asdm , ms ) : from . scripting import CasapyScript bdfstem = os . listdir ( os . path . join ( asdm , 'ASDMBinary' ) ) [ 0 ] bdf = os . path . join ( asdm , 'ASDMBinary' , bdfstem ) tbuff = None with open ( bdf , 'rb' ) as f : for linenum , line in enumerate ( f ) : if linenum > 60 : raise PKError ( 'c...
Convert an EVLA low - level SDM dataset to Measurement Set format .
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def listobs ( vis ) : def inner_list ( sink ) : try : ms = util . tools . ms ( ) ms . open ( vis ) ms . summary ( verbose = True ) ms . close ( ) except Exception as e : sink . post ( b'listobs failed: %s' % e , priority = b'SEVERE' ) for line in util . forkandlog ( inner_list ) : info = line . rstrip ( ) . split ( '\t...
Textually describe the contents of a measurement set .
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def mjd2date ( mjd , precision = 3 ) : from astropy . time import Time dt = Time ( mjd , format = 'mjd' , scale = 'utc' ) . to_datetime ( ) fracsec = ( '%.*f' % ( precision , 1e-6 * dt . microsecond ) ) . split ( '.' ) [ 1 ] return '%04d/%02d/%02d/%02d:%02d:%02d.%s' % ( dt . year , dt . month , dt . day , dt . hour , d...
Convert an MJD to a data string in the format used by CASA .
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def plotants ( vis , figfile ) : from . scripting import CasapyScript script = os . path . join ( os . path . dirname ( __file__ ) , 'cscript_plotants.py' ) with CasapyScript ( script , vis = vis , figfile = figfile ) as cs : pass
Plot the physical layout of the antennas described in the MS .
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def latexify ( obj , ** kwargs ) : if hasattr ( obj , '__pk_latex__' ) : return obj . __pk_latex__ ( ** kwargs ) if isinstance ( obj , text_type ) : from . unicode_to_latex import unicode_to_latex return unicode_to_latex ( obj ) if isinstance ( obj , bool ) : raise ValueError ( 'no well-defined LaTeXification of bool %...
Render an object in LaTeX appropriately .
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def latexify_n2col ( x , nplaces = None , ** kwargs ) : if nplaces is not None : t = '%.*f' % ( nplaces , x ) else : t = '%f' % x if '.' not in t : return '$%s$ &' % t left , right = t . split ( '.' ) return '$%s$ & $.%s$' % ( left , right )
Render a number into LaTeX in a 2 - column format where the columns split immediately to the left of the decimal point . This gives nice alignment of numbers in a table .
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def latexify_u3col ( obj , ** kwargs ) : if hasattr ( obj , '__pk_latex_u3col__' ) : return obj . __pk_latex_u3col__ ( ** kwargs ) raise ValueError ( 'can\'t LaTeXify %r in 3-column uncertain format' % obj )
Convert an object to special LaTeX for uncertainty tables .
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def latexify_l3col ( obj , ** kwargs ) : if hasattr ( obj , '__pk_latex_l3col__' ) : return obj . __pk_latex_l3col__ ( ** kwargs ) if isinstance ( obj , bool ) : raise ValueError ( 'no well-defined l3col LaTeXification of bool %r' % obj ) if isinstance ( obj , float ) : return '&' + latexify_n2col ( obj , ** kwargs ) i...
Convert an object to special LaTeX for limit tables .
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def read ( path , tabwidth = 8 , ** kwargs ) : datamode = False fixedcols = { } for text in _trimmedlines ( path , ** kwargs ) : text = text . expandtabs ( tabwidth ) if datamode : h = Holder ( ) h . set ( ** fixedcols ) for name , cslice , parser in info : try : v = parser ( text [ cslice ] . strip ( ) ) except : rera...
Read a typed tabular text file into a stream of Holders .
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def write ( stream , items , fieldnames , tabwidth = 8 ) : if isinstance ( fieldnames , six . string_types ) : fieldnames = fieldnames . split ( ) maxlens = [ 0 ] * len ( fieldnames ) items = list ( items ) coltypes = [ None ] * len ( fieldnames ) for i in items : for idx , fn in enumerate ( fieldnames ) : val = i . ge...
Write a typed tabular text file to the specified stream .
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def vizread ( descpath , descsection , tabpath , tabwidth = 8 , ** kwargs ) : from . inifile import read as iniread cols = [ ] for i in iniread ( descpath ) : if i . section != descsection : continue for field , desc in six . iteritems ( i . __dict__ ) : if field == 'section' : continue a = desc . split ( ) idx0 = int ...
Read a headerless tabular text file into a stream of Holders .
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def _broadcast_shapes ( s1 , s2 ) : n1 = len ( s1 ) n2 = len ( s2 ) n = max ( n1 , n2 ) res = [ 1 ] * n for i in range ( n ) : if i >= n1 : c1 = 1 else : c1 = s1 [ n1 - 1 - i ] if i >= n2 : c2 = 1 else : c2 = s2 [ n2 - 1 - i ] if c1 == 1 : rc = c2 elif c2 == 1 or c1 == c2 : rc = c1 else : raise ValueError ( 'array shap...
Given array shapes s1 and s2 compute the shape of the array that would result from broadcasting them together .
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def set_data ( self , data , invsigma = None ) : self . data = np . array ( data , dtype = np . float , ndmin = 1 ) if invsigma is None : self . invsigma = np . ones ( self . data . shape ) else : i = np . array ( invsigma , dtype = np . float ) self . invsigma = np . broadcast_arrays ( self . data , i ) [ 1 ] if self ...
Set the data to be modeled .
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def print_soln ( self ) : lmax = reduce ( max , ( len ( x ) for x in self . pnames ) , len ( 'r chi sq' ) ) if self . puncerts is None : for pn , val in zip ( self . pnames , self . params ) : print ( '%s: %14g' % ( pn . rjust ( lmax ) , val ) ) else : for pn , val , err in zip ( self . pnames , self . params , self . ...
Print information about the model solution .
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def show_corr ( self ) : "Show the parameter correlation matrix with `pwkit.ndshow_gtk3`." from . ndshow_gtk3 import view d = np . diag ( self . covar ) ** - 0.5 corr = self . covar * d [ np . newaxis , : ] * d [ : , np . newaxis ] view ( corr , title = 'Correlation Matrix' )
Show the parameter correlation matrix with pwkit . ndshow_gtk3 .
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def set_func ( self , func , pnames , args = ( ) ) : from . lmmin import Problem self . func = func self . _args = args self . pnames = list ( pnames ) self . lm_prob = Problem ( len ( self . pnames ) ) return self
Set the model function to use an efficient but tedious calling convention .
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def set_simple_func ( self , func , args = ( ) ) : code = get_function_code ( func ) npar = code . co_argcount - len ( args ) pnames = code . co_varnames [ : npar ] def wrapper ( params , * args ) : return func ( * ( tuple ( params ) + args ) ) return self . set_func ( wrapper , pnames , args )
Set the model function to use a simple but somewhat inefficient calling convention .
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def make_frozen_func ( self , params ) : params = np . array ( params , dtype = np . float , ndmin = 1 ) from functools import partial return partial ( self . func , params )
Returns a model function frozen to the specified parameter values .
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def solve ( self , guess ) : guess = np . array ( guess , dtype = np . float , ndmin = 1 ) f = self . func args = self . _args def lmfunc ( params , vec ) : vec [ : ] = f ( params , * args ) . flatten ( ) self . lm_prob . set_residual_func ( self . data . flatten ( ) , self . invsigma . flatten ( ) , lmfunc , None ) se...
Solve for the parameters using an initial guess .
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def as_nonlinear ( self , params = None ) : if params is None : params = self . params nlm = Model ( None , self . data , self . invsigma ) nlm . set_func ( lambda p , x : npoly . polyval ( x , p ) , self . pnames , args = ( self . x , ) ) if params is not None : nlm . solve ( params ) return nlm
Return a Model equivalent to this object . The nonlinear solver is less efficient but lets you freeze parameters compute uncertainties etc .
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def files ( self ) : if self . topic . has_file : yield self . topic . file . file_url for reply in self . replies : if reply . has_file : yield reply . file . file_url
Returns the URLs of all files attached to posts in the thread .
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def thumbs ( self ) : if self . topic . has_file : yield self . topic . file . thumbnail_url for reply in self . replies : if reply . has_file : yield reply . file . thumbnail_url
Returns the URLs of all thumbnails in the thread .
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def filenames ( self ) : if self . topic . has_file : yield self . topic . file . filename for reply in self . replies : if reply . has_file : yield reply . file . filename
Returns the filenames of all files attached to posts in the thread .
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def thumbnames ( self ) : if self . topic . has_file : yield self . topic . file . thumbnail_fname for reply in self . replies : if reply . has_file : yield reply . file . thumbnail_fname
Returns the filenames of all thumbnails in the thread .
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def update ( self , force = False ) : if self . is_404 and not force : return 0 if self . _last_modified : headers = { 'If-Modified-Since' : self . _last_modified } else : headers = None try : res = self . _board . _requests_session . get ( self . _api_url , headers = headers ) except : return 0 if res . status_code ==...
Fetch new posts from the server .
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def cas_a ( freq_mhz , year ) : snu = 10. ** ( 5.745 - 0.770 * np . log10 ( freq_mhz ) ) dnu = 0.01 * ( 0.07 - 0.30 * np . log10 ( freq_mhz ) ) loss = ( 1 - dnu ) ** ( year - 1980. ) return snu * loss
Return the flux of Cas A given a frequency and the year of observation . Based on the formula given in Baars et al . 1977 .
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def init_cas_a ( year ) : year = float ( year ) models [ 'CasA' ] = lambda f : cas_a ( f , year )
Insert an entry for Cas A into the table of models . Need to specify the year of the observations to account for the time variation of Cas A s emission .
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def add_from_vla_obs ( src , Lband , Cband ) : if src in models : raise PKError ( 'already have a model for ' + src ) fL = np . log10 ( 1425 ) fC = np . log10 ( 4860 ) lL = np . log10 ( Lband ) lC = np . log10 ( Cband ) A = ( lL - lC ) / ( fL - fC ) B = lL - A * fL def fluxdens ( freq_mhz ) : return 10. ** ( A * np . l...
Add an entry into the models table for a source based on L - band and C - band flux densities .
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def databiv ( xy , coordouter = False , ** kwargs ) : xy = np . asarray ( xy ) if xy . ndim != 2 : raise ValueError ( '"xy" must be a 2D array' ) if coordouter : if xy . shape [ 0 ] != 2 : raise ValueError ( 'if "coordouter" is True, first axis of "xy" ' 'must have size 2' ) else : if xy . shape [ 1 ] != 2 : raise Valu...
Compute the main parameters of a bivariate distribution from data . The parameters are returned in the same format as used in the rest of this module .
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def bivrandom ( x0 , y0 , sx , sy , cxy , size = None ) : from numpy . random import multivariate_normal as mvn p0 = np . asarray ( [ x0 , y0 ] ) cov = np . asarray ( [ [ sx ** 2 , cxy ] , [ cxy , sy ** 2 ] ] ) return mvn ( p0 , cov , size )
Compute random values distributed according to the specified bivariate distribution .
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def bivconvolve ( sx_a , sy_a , cxy_a , sx_b , sy_b , cxy_b ) : _bivcheck ( sx_a , sy_a , cxy_a ) _bivcheck ( sx_b , sy_b , cxy_b ) sx_c = np . sqrt ( sx_a ** 2 + sx_b ** 2 ) sy_c = np . sqrt ( sy_a ** 2 + sy_b ** 2 ) cxy_c = cxy_a + cxy_b return _bivcheck ( sx_c , sy_c , cxy_c )
Given two independent bivariate distributions compute a bivariate distribution corresponding to their convolution .
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def ellplot ( mjr , mnr , pa ) : _ellcheck ( mjr , mnr , pa ) import omega as om th = np . linspace ( 0 , 2 * np . pi , 200 ) x , y = ellpoint ( mjr , mnr , pa , th ) return om . quickXY ( x , y , 'mjr=%f mnr=%f pa=%f' % ( mjr , mnr , pa * 180 / np . pi ) )
Utility for debugging .
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def abcd2 ( x0 , y0 , a , b , c , x , y ) : _abccheck ( a , b , c ) dx , dy = x - x0 , y - y0 return - 2 * ( a * dx ** 2 + b * dx * dy + c * dy ** 2 )
Given an 2D Gaussian expressed as the ABC polynomial coefficients compute a squared distance parameter such that
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def eigh_robust ( a , b = None , eigvals = None , eigvals_only = False , overwrite_a = False , overwrite_b = False , turbo = True , check_finite = True ) : kwargs = dict ( eigvals = eigvals , eigvals_only = eigvals_only , turbo = turbo , check_finite = check_finite , overwrite_a = overwrite_a , overwrite_b = overwrite_...
Robustly solve the Hermitian generalized eigenvalue problem
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def _compute_projection ( self , X , W ) : X = check_array ( X ) D = np . diag ( W . sum ( 1 ) ) L = D - W evals , evecs = eigh_robust ( np . dot ( X . T , np . dot ( L , X ) ) , np . dot ( X . T , np . dot ( D , X ) ) , eigvals = ( 0 , self . n_components - 1 ) ) return evecs
Compute the LPP projection matrix
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def find_common_dtype ( * args ) : dtypes = [ ] for arg in args : if type ( arg ) is numpy . ndarray or isspmatrix ( arg ) or isinstance ( arg , LinearOperator ) : if hasattr ( arg , 'dtype' ) : dtypes . append ( arg . dtype ) else : warnings . warn ( 'object %s does not have a dtype.' % arg . __repr__ ) return numpy ....
Returns common dtype of numpy and scipy objects .
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def inner ( X , Y , ip_B = None ) : if ip_B is None or isinstance ( ip_B , IdentityLinearOperator ) : return numpy . dot ( X . T . conj ( ) , Y ) ( N , m ) = X . shape ( _ , n ) = Y . shape try : B = get_linearoperator ( ( N , N ) , ip_B ) except TypeError : return ip_B ( X , Y ) if m > n : return numpy . dot ( ( B * X...
Euclidean and non - Euclidean inner product .
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def norm_squared ( x , Mx = None , inner_product = ip_euclid ) : assert ( len ( x . shape ) == 2 ) if Mx is None : rho = inner_product ( x , x ) else : assert ( len ( Mx . shape ) == 2 ) rho = inner_product ( x , Mx ) if rho . shape == ( 1 , 1 ) : if abs ( rho [ 0 , 0 ] . imag ) > abs ( rho [ 0 , 0 ] ) * 1e-10 or rho [...
Compute the norm^2 w . r . t . to a given scalar product .
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def get_linearoperator ( shape , A , timer = None ) : ret = None import scipy . sparse . linalg as scipylinalg if isinstance ( A , LinearOperator ) : ret = A elif A is None : ret = IdentityLinearOperator ( shape ) elif isinstance ( A , numpy . ndarray ) or isspmatrix ( A ) : ret = MatrixLinearOperator ( A ) elif isinst...
Enhances aslinearoperator if A is None .
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def orthonormality ( V , ip_B = None ) : return norm ( numpy . eye ( V . shape [ 1 ] ) - inner ( V , V , ip_B = ip_B ) )
Measure orthonormality of given basis .
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def arnoldi_res ( A , V , H , ip_B = None ) : N = V . shape [ 0 ] invariant = H . shape [ 0 ] == H . shape [ 1 ] A = get_linearoperator ( ( N , N ) , A ) if invariant : res = A * V - numpy . dot ( V , H ) else : res = A * V [ : , : - 1 ] - numpy . dot ( V , H ) return norm ( res , ip_B = ip_B )
Measure Arnoldi residual .
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def qr ( X , ip_B = None , reorthos = 1 ) : if ip_B is None and X . shape [ 1 ] > 0 : return scipy . linalg . qr ( X , mode = 'economic' ) else : ( N , k ) = X . shape Q = X . copy ( ) R = numpy . zeros ( ( k , k ) , dtype = X . dtype ) for i in range ( k ) : for reortho in range ( reorthos + 1 ) : for j in range ( i )...
QR factorization with customizable inner product .
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def angles ( F , G , ip_B = None , compute_vectors = False ) : reverse = False if F . shape [ 1 ] < G . shape [ 1 ] : reverse = True F , G = G , F QF , _ = qr ( F , ip_B = ip_B ) QG , _ = qr ( G , ip_B = ip_B ) if G . shape [ 1 ] == 0 : theta = numpy . ones ( F . shape [ 1 ] ) * numpy . pi / 2 U = QF V = QG else : Y , ...
Principal angles between two subspaces .
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def gap ( lamda , sigma , mode = 'individual' ) : if numpy . isscalar ( lamda ) : lamda = [ lamda ] lamda = numpy . array ( lamda ) if numpy . isscalar ( sigma ) : sigma = [ sigma ] sigma = numpy . array ( sigma ) if not numpy . isreal ( lamda ) . all ( ) or not numpy . isreal ( sigma ) . all ( ) : raise ArgumentError ...
Compute spectral gap .
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def bound_perturbed_gmres ( pseudo , p , epsilon , deltas ) : if not numpy . all ( numpy . array ( deltas ) > epsilon ) : raise ArgumentError ( 'all deltas have to be greater than epsilon' ) bound = [ ] for delta in deltas : paths = pseudo . contour_paths ( delta ) vertices = paths . vertices ( ) supremum = numpy . max...
Compute GMRES perturbation bound based on pseudospectrum
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def get_residual_norms ( H , self_adjoint = False ) : H = H . copy ( ) n_ , n = H . shape y = numpy . eye ( n_ , 1 , dtype = H . dtype ) resnorms = [ 1. ] for i in range ( n_ - 1 ) : G = Givens ( H [ i : i + 2 , [ i ] ] ) if self_adjoint : H [ i : i + 2 , i : i + 3 ] = G . apply ( H [ i : i + 2 , i : i + 3 ] ) else : H...
Compute relative residual norms from Hessenberg matrix .
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def apply ( self , x ) : if len ( x . shape ) != 2 : raise ArgumentError ( 'x is not a matrix of shape (N,*)' ) if self . beta == 0 : return x return x - self . beta * self . v * numpy . dot ( self . v . T . conj ( ) , x )
Apply Householder transformation to vector x .
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def matrix ( self ) : n = self . v . shape [ 0 ] return numpy . eye ( n , n ) - self . beta * numpy . dot ( self . v , self . v . T . conj ( ) )
Build matrix representation of Householder transformation .
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def _apply ( self , a , return_Ya = False ) : r if self . V . shape [ 1 ] == 0 : Pa = numpy . zeros ( a . shape ) if return_Ya : return Pa , numpy . zeros ( ( 0 , a . shape [ 1 ] ) ) return Pa c = inner ( self . W , a , ip_B = self . ip_B ) if return_Ya : Ya = c . copy ( ) if self . WR is not None : Ya = self . WR . T ...
r Single application of the projection .
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def _apply_adj ( self , a ) : if self . V . shape [ 1 ] == 0 : return numpy . zeros ( a . shape ) c = inner ( self . V , a , ip_B = self . ip_B ) if self . Q is not None and self . R is not None : c = self . Q . dot ( scipy . linalg . solve_triangular ( self . R . T . conj ( ) , c , lower = True ) ) return self . W . d...
Single application of the adjoint projection .
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def apply ( self , a , return_Ya = False ) : r if self . V . shape [ 1 ] == 0 : Pa = numpy . zeros ( a . shape ) if return_Ya : return Pa , numpy . zeros ( ( 0 , a . shape [ 1 ] ) ) return Pa if return_Ya : x , Ya = self . _apply ( a , return_Ya = return_Ya ) else : x = self . _apply ( a ) for i in range ( self . itera...
r Apply the projection to an array .
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def apply_complement ( self , a , return_Ya = False ) : if self . V . shape [ 1 ] == 0 : if return_Ya : return a . copy ( ) , numpy . zeros ( ( 0 , a . shape [ 1 ] ) ) return a . copy ( ) if return_Ya : x , Ya = self . _apply ( a , return_Ya = True ) else : x = self . _apply ( a ) z = a - x for i in range ( self . iter...
Apply the complementary projection to an array .
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def get ( self , key ) : if key in self and len ( self [ key ] ) > 0 : return min ( self [ key ] ) else : return 0
Return timings for key . Returns 0 if not present .
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def get_ops ( self , ops ) : time = 0. for op , count in ops . items ( ) : time += self . get ( op ) * count return time
Return timings for dictionary ops holding the operation names as keys and the number of applications as values .
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def min_pos ( self ) : if self . __len__ ( ) == 0 : return ArgumentError ( 'empty set has no minimum positive value.' ) if self . contains ( 0 ) : return None positive = [ interval for interval in self . intervals if interval . left > 0 ] if len ( positive ) == 0 : return None return numpy . min ( list ( map ( lambda i...
Returns minimal positive value or None .
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def max_neg ( self ) : if self . __len__ ( ) == 0 : return ArgumentError ( 'empty set has no maximum negative value.' ) if self . contains ( 0 ) : return None negative = [ interval for interval in self . intervals if interval . right < 0 ] if len ( negative ) == 0 : return None return numpy . max ( list ( map ( lambda ...
Returns maximum negative value or None .
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def min_abs ( self ) : if self . __len__ ( ) == 0 : return ArgumentError ( 'empty set has no minimum absolute value.' ) if self . contains ( 0 ) : return 0 return numpy . min ( [ numpy . abs ( val ) for val in [ self . max_neg ( ) , self . min_pos ( ) ] if val is not None ] )
Returns minimum absolute value .
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def max_abs ( self ) : if self . __len__ ( ) == 0 : return ArgumentError ( 'empty set has no maximum absolute value.' ) return numpy . max ( numpy . abs ( [ self . max ( ) , self . min ( ) ] ) )
Returns maximum absolute value .
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def get_step ( self , tol ) : return 2 * numpy . log ( tol / 2. ) / numpy . log ( self . base )
Return step at which bound falls below tolerance .
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def minmax_candidates ( self ) : from numpy . polynomial import Polynomial as P p = P . fromroots ( self . roots ) return p . deriv ( 1 ) . roots ( )
Get points where derivative is zero .
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def errors ( self ) : try : self . now = datetime . datetime . now ( ) if len ( self . alarm_day ) < 2 or len ( self . alarm_day ) > 2 : print ( "error: day: usage 'DD' such us '0%s' not '%s'" % ( self . alarm_day , self . alarm_day ) ) self . RUN_ALARM = False if int ( self . alarm_day ) > calendar . monthrange ( self...
Check for usage errors
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def _get_best_subset ( self , ritz ) : overall_evaluations = { } def evaluate ( _subset , _evaluations ) : try : _evaluations [ _subset ] = self . subset_evaluator . evaluate ( ritz , _subset ) except utils . AssumptionError : pass current_subset = frozenset ( ) evaluate ( current_subset , overall_evaluations ) while T...
Return candidate set with smallest goal functional .
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def set_default_command ( self , command ) : cmd_name = command . name self . add_command ( command ) self . default_cmd_name = cmd_name
Sets a command function as the default command .
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def get_residual ( self , z , compute_norm = False ) : r if z is None : if compute_norm : return self . MMlb , self . Mlb , self . MMlb_norm return self . MMlb , self . Mlb r = self . b - self . A * z Mlr = self . Ml * r MMlr = self . M * Mlr if compute_norm : return MMlr , Mlr , utils . norm ( Mlr , MMlr , ip_B = self...
r Compute residual .
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def get_ip_Minv_B ( self ) : if not isinstance ( self . M , utils . IdentityLinearOperator ) : if isinstance ( self . Minv , utils . IdentityLinearOperator ) : raise utils . ArgumentError ( 'Minv has to be provided for the evaluation of the inner ' 'product that is implicitly defined by M.' ) if isinstance ( self . ip_...
Returns the inner product that is implicitly used with the positive definite preconditioner M .
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def _get_xk ( self , yk ) : if yk is not None : return self . x0 + self . linear_system . Mr * yk return self . x0
Compute approximate solution from initial guess and approximate solution of the preconditioned linear system .
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def _finalize_iteration ( self , yk , resnorm ) : self . xk = None if self . linear_system . exact_solution is not None : self . xk = self . _get_xk ( yk ) self . errnorms . append ( utils . norm ( self . linear_system . exact_solution - self . xk , ip_B = self . linear_system . ip_B ) ) rkn = None if self . explicit_r...
Compute solution error norm and residual norm if required .
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def operations ( nsteps ) : return { 'A' : 1 + nsteps , 'M' : 2 + nsteps , 'Ml' : 2 + nsteps , 'Mr' : 1 + nsteps , 'ip_B' : 2 + nsteps + nsteps * ( nsteps + 1 ) / 2 , 'axpy' : 4 + 2 * nsteps + nsteps * ( nsteps + 1 ) / 2 }
Returns the number of operations needed for nsteps of GMRES
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def solve ( self , linear_system , vector_factory = None , * args , ** kwargs ) : if not isinstance ( linear_system , linsys . TimedLinearSystem ) : linear_system = linsys . ConvertedTimedLinearSystem ( linear_system ) with self . timings [ 'vector_factory' ] : if vector_factory is None : vector_factory = self . _vecto...
Solve the given linear system with recycling .
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def compute_hash ( func , string ) : h = func ( ) h . update ( string ) return h . hexdigest ( )
compute hash of string using given hash function
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def get_local_serial ( ) : return [ x for x in [ subprocess . Popen ( "system_profiler SPHardwareDataType |grep -v tray |awk '/Serial/ {print $4}'" , shell = True , stdout = subprocess . PIPE ) . communicate ( ) [ 0 ] . strip ( ) ] if x ]
Retrieves the serial number from the executing host . For example C02NT43PFY14
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def _estimate_eval_intervals ( ritz , indices , indices_remaining , eps_min = 0 , eps_max = 0 , eps_res = None ) : if len ( indices ) == 0 : return utils . Intervals ( [ utils . Interval ( mu - resnorm , mu + resnorm ) for mu , resnorm in zip ( ritz . values , ritz . resnorms ) ] ) if len ( ritz . values ) == len ( ind...
Estimate evals based on eval inclusion theorem + heuristic .
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def correct ( self , z ) : c = self . linear_system . Ml * ( self . linear_system . b - self . linear_system . A * z ) c = utils . inner ( self . W , c , ip_B = self . ip_B ) if self . Q is not None and self . R is not None : c = scipy . linalg . solve_triangular ( self . R , self . Q . T . conj ( ) . dot ( c ) ) if se...
Correct the given approximate solution z with respect to the linear system linear_system and the deflation space defined by U .
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def _apply_projection ( self , Av ) : PAv , UAv = self . projection . apply_complement ( Av , return_Ya = True ) self . C = numpy . c_ [ self . C , UAv ] return PAv
Apply the projection and store inner product .
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def _get_initial_residual ( self , x0 ) : if x0 is None : Mlr = self . linear_system . Mlb else : r = self . linear_system . b - self . linear_system . A * x0 Mlr = self . linear_system . Ml * r PMlr , self . UMlr = self . projection . apply_complement ( Mlr , return_Ya = True ) MPMlr = self . linear_system . M * PMlr ...
Return the projected initial residual .
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def estimate_time ( self , nsteps , ndefl , deflweight = 1.0 ) : solver_ops = self . operations ( nsteps ) proj_ops = { 'A' : ndefl , 'M' : ndefl , 'Ml' : ndefl , 'Mr' : ndefl , 'ip_B' : ( ndefl * ( ndefl + 1 ) / 2 + ndefl ** 2 + 2 * ndefl * solver_ops [ 'Ml' ] ) , 'axpy' : ( ndefl * ( ndefl + 1 ) / 2 + ndefl * ndefl +...
Estimate time needed to run nsteps iterations with deflation
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def get_vectors ( self , indices = None ) : H_ = self . _deflated_solver . H ( n_ , n ) = H_ . shape coeffs = self . coeffs if indices is None else self . coeffs [ : , indices ] return numpy . c_ [ self . _deflated_solver . V [ : , : n ] , self . _deflated_solver . projection . U ] . dot ( coeffs )
Compute Ritz vectors .
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def get_explicit_residual ( self , indices = None ) : ritz_vecs = self . get_vectors ( indices ) return self . _deflated_solver . linear_system . MlAMr * ritz_vecs - ritz_vecs * self . values
Explicitly computes the Ritz residual .
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def get_explicit_resnorms ( self , indices = None ) : res = self . get_explicit_residual ( indices ) linear_system = self . _deflated_solver . linear_system Mres = linear_system . M * res resnorms = numpy . zeros ( res . shape [ 1 ] ) for i in range ( resnorms . shape [ 0 ] ) : resnorms [ i ] = utils . norm ( res [ : ,...
Explicitly computes the Ritz residual norms .
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def transform_data ( self , data ) : def type_check ( value ) : if pd . isnull ( value ) : return None elif ( isinstance ( value , pd . tslib . Timestamp ) or isinstance ( value , pd . Period ) ) : return time . mktime ( value . timetuple ( ) ) elif isinstance ( value , ( int , np . integer ) ) : return int ( value ) e...
Transform Pandas Timeseries into JSON format
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def _build_graph ( self ) : if not self . colors : self . palette = self . env . get_template ( 'palette.js' ) self . template_vars . update ( { 'palette' : self . palette . render ( ) } ) self . colors = { x [ 'name' ] : 'palette.color()' for x in self . json_data } template_vars = [ ] for index , dataset in enumerate...
Build Rickshaw graph syntax with all data
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def create_chart ( self , html_path = 'index.html' , data_path = 'data.json' , js_path = 'rickshaw.min.js' , css_path = 'rickshaw.min.css' , html_prefix = '' ) : self . template_vars . update ( { 'data_path' : str ( data_path ) , 'js_path' : js_path , 'css_path' : css_path , 'chart_id' : self . chart_id , 'y_axis_id' :...
Save bearcart output to HTML and JSON .
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def set_expire ( self , y = 2999 , mon = 12 , d = 28 , h = 23 , min_ = 59 , s = 59 ) : if type ( y ) is not int or type ( mon ) is not int or type ( d ) is not int or type ( h ) is not int or type ( min_ ) is not int or type ( s ) is not int : raise KPError ( "Date variables must be integers" ) elif y > 9999 or y < 1 o...
This method is used to change the expire date of a group
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def create_entry ( self , title = '' , image = 1 , url = '' , username = '' , password = '' , comment = '' , y = 2999 , mon = 12 , d = 28 , h = 23 , min_ = 59 , s = 59 ) : return self . db . create_entry ( self , title , image , url , username , password , comment , y , mon , d , h , min_ , s )
This method creates an entry in this group .
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def set_title ( self , title = None ) : if title is None or type ( title ) is not str : raise KPError ( "Need a new title." ) else : self . title = title self . last_mod = datetime . now ( ) . replace ( microsecond = 0 ) return True
This method is used to change an entry title .
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def set_image ( self , image = None ) : if image is None or type ( image ) is not int : raise KPError ( "Need a new image number" ) else : self . image = image self . last_mod = datetime . now ( ) . replace ( microsecond = 0 ) return True
This method is used to set the image number .
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def set_url ( self , url = None ) : if url is None or type ( url ) is not str : raise KPError ( "Need a new image number" ) else : self . url = url self . last_mod = datetime . now ( ) . replace ( microsecond = 0 ) return True
This method is used to set the url .
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def set_username ( self , username = None ) : if username is None or type ( username ) is not str : raise KPError ( "Need a new image number" ) else : self . username = username self . last_mod = datetime . now ( ) . replace ( microsecond = 0 ) return True
This method is used to set the username .
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def set_password ( self , password = None ) : if password is None or type ( password ) is not str : raise KPError ( "Need a new image number" ) else : self . password = password self . last_mod = datetime . now ( ) . replace ( microsecond = 0 ) return True
This method is used to set the password .
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def set_comment ( self , comment = None ) : if comment is None or type ( comment ) is not str : raise KPError ( "Need a new image number" ) else : self . comment = comment self . last_mod = datetime . now ( ) . replace ( microsecond = 0 ) return True
This method is used to the the comment .
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def read_buf ( self ) : with open ( self . filepath , 'rb' ) as handler : try : buf = handler . read ( ) if len ( buf ) < 124 : raise KPError ( 'Unexpected file size. It should be more or' 'equal 124 bytes but it is ' '{0}!' . format ( len ( buf ) ) ) except : raise return buf
Read database file
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def close ( self ) : if self . filepath is not None : if path . isfile ( self . filepath + '.lock' ) : remove ( self . filepath + '.lock' ) self . filepath = None self . read_only = False self . lock ( ) return True else : raise KPError ( 'Can\'t close a not opened file' )
This method closes the database correctly .
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def lock ( self ) : self . password = None self . keyfile = None self . groups [ : ] = [ ] self . entries [ : ] = [ ] self . _group_order [ : ] = [ ] self . _entry_order [ : ] = [ ] self . root_group = v1Group ( ) self . _num_groups = 1 self . _num_entries = 0 return True
This method locks the database .
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def unlock ( self , password = None , keyfile = None , buf = None ) : if ( ( password is None or password == "" ) and ( keyfile is None or keyfile == "" ) ) : raise KPError ( "A password/keyfile is needed" ) elif ( ( type ( password ) is not str and password is not None ) or ( type ( keyfile ) is not str and keyfile is...
Unlock the database . masterkey is needed .
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def remove_group ( self , group = None ) : if group is None : raise KPError ( "Need group to remove a group" ) elif type ( group ) is not v1Group : raise KPError ( "group must be v1Group" ) children = [ ] entries = [ ] if group in self . groups : children . extend ( group . children ) entries . extend ( group . entries...
This method removes a group .
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def move_group ( self , group = None , parent = None ) : if group is None or type ( group ) is not v1Group : raise KPError ( "A valid group must be given." ) elif parent is not None and type ( parent ) is not v1Group : raise KPError ( "parent must be a v1Group." ) elif group is parent : raise KPError ( "group and paren...
Append group to a new parent .
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def move_group_in_parent ( self , group = None , index = None ) : if group is None or index is None : raise KPError ( "group and index must be set" ) elif type ( group ) is not v1Group or type ( index ) is not int : raise KPError ( "group must be a v1Group-instance and index " "must be an integer." ) elif group not in ...
Move group to another position in group s parent . index must be a valid index of group . parent . groups
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def _move_group_helper ( self , group ) : for i in group . children : self . groups . remove ( i ) i . level = group . level + 1 self . groups . insert ( self . groups . index ( group ) + 1 , i ) if i . children : self . _move_group_helper ( i )
A helper to move the chidren of a group .
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def create_entry ( self , group = None , title = "" , image = 1 , url = "" , username = "" , password = "" , comment = "" , y = 2999 , mon = 12 , d = 28 , h = 23 , min_ = 59 , s = 59 ) : if ( type ( title ) is not str or type ( image ) is not int or image < 0 or type ( url ) is not str or type ( username ) is not str o...
This method creates a new entry . The group which should hold the entry is needed .
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def remove_entry ( self , entry = None ) : if entry is None or type ( entry ) is not v1Entry : raise KPError ( "Need an entry." ) elif entry in self . entries : entry . group . entries . remove ( entry ) self . entries . remove ( entry ) self . _num_entries -= 1 return True else : raise KPError ( "Given entry doesn't e...
This method can remove entries . The v1Entry - object entry is needed .