PYME.Analysis.points.rings module

A variety of routines for fitting (and testing) if a bunch of points might represent a ring

PYME.Analysis.points.rings.do_radial_anal(res, disp='simple', error_cutoff=50.0)

PYME.Analysis.points.rings.do_summary_plots(res)

PYME.Analysis.points.rings.gaussian_blob_paint(fwhm=30, n_fluors=18, meanIntensity=1500, meanDuration=3, backGroundIntensity=100, meanEventNumber=2)

PYME.Analysis.points.rings.radial_analysis_tabular(data, label_key, disp=False, error_multiplier=1.0)

PYME.Analysis.points.rings.ring(radius=30, n_handles=18)

PYME.Analysis.points.rings.ring_corr(x, y, x0, y0, r, sig_r=5.0)

PYME.Analysis.points.rings.ring_corr_goal(p, x, y, r=30, sig_r=5)

PYME.Analysis.points.rings.ring_paint(radius=30, n_handles=18, labeling_prob=0.5, meanIntensity=1500, meanDuration=3, backGroundIntensity=100, meanEventNumber=2)

PYME.Analysis.points.rings.ring_theory(r, R, sig=5.0)

PYME.Analysis.points.rings.ring_theory_cdf(r, R, sig=5.0)

PYME.Analysis.points.rings.uniform_blob_paint(radius=30, n_fluors=18, meanIntensity=1500, meanDuration=3, backGroundIntensity=100, meanEventNumber=2)

PYME.Analysis.points.rings.uniform_theory(r, R, sig=5.0)

PYME.Analysis.points.rings.uniform_theory_cdf(r, R, sig=5.0)