ErrorListPlot[{{{0.05/0.17, 0.08/0.17},
ErrorBar[0.01/0.17]}, {{0.05/0.18, 0.08/0.18},
ErrorBar[0.01/0.18]}, {{0.05/0.19, 0.07/0.19},
ErrorBar[0.01/0.19]}, {{0.05/0.2, 0.07/0.2},
ErrorBar[0.01/0.2]}, {{0.05/0.21, 0.07/0.21},
ErrorBar[0.01/0.21]}, {{0.05/0.22, 0.07/0.22},
ErrorBar[0.01/0.22]}, {{0.05/0.23, 0.07/0.23},
ErrorBar[0.01/0.23]}, {{0.05/0.24, 0.07/0.24},
ErrorBar[0.01/0.24]}, {{0.05/0.25, 0.06/0.25},
ErrorBar[0.01/0.25]}, {{0.05/0.26, 0.06/0.26},
ErrorBar[0.01/0.26]}, {{0.05/0.27, 0.06/0.27},
ErrorBar[0.01/0.27]}, {{0.05/0.28, 0.06/0.28},
ErrorBar[0.01/0.28]}, {{0.05/0.29, 0.05/0.29},
ErrorBar[0.01/0.29]}, {{0.05/0.3, 0.05/0.3},
ErrorBar[0.01/0.3]}, {{0.05/0.31, 0.05/0.31},
ErrorBar[0.01/0.31]}, {{0.05/0.32, 0.04/0.32},
ErrorBar[0.01/0.32]}, {{0.05/0.33, 0.04/0.33},
ErrorBar[0.01/0.33]}, {{0.05/0.34, 0.03/0.34},
ErrorBar[0.01/0.34]}, {{0.05/0.35, 0.03/0.35},
ErrorBar[0.01/0.35]}, {{0.05/0.36, 0.02/0.36},
ErrorBar[0.01/0.36]}, {{0.05/0.37, 0.02/0.37},
ErrorBar[0.01/0.37]}, {{0.05/0.16, 0.08/0.16},
ErrorBar[0.01/0.16]}, {{0.05/0.15, 0.08/0.15},
ErrorBar[0.01/0.15]}, {{0.05/0.14, 0.08/0.14},
ErrorBar[0.01/0.14]}, {{0.05/0.13, 0.09/0.13},
ErrorBar[0.01/0.13]}, {{0.05/0.135, 0.08/0.135},
ErrorBar[0.01/0.135]}, {{0.05/0.145, 0.08/0.145},
ErrorBar[0.01/0.145]}, {{0.05/0.155, 0.08/0.155},
ErrorBar[0.01/0.155]}, {{0.05/0.165, 0.08/0.165},
ErrorBar[0.01/0.165]}, {{0.05/0.175, 0.08/0.175},
ErrorBar[0.01/0.175]}, {{0.05/0.185, 0.08/0.185},
ErrorBar[0.01/0.185]}, {{0.05/0.195, 0.07/0.195},
ErrorBar[0.01/0.195]}, {{0.05/0.205, 0.07/0.205},
ErrorBar[0.01/0.205]}, {{0.05/0.215, 0.07/0.215},
ErrorBar[0.01/0.215]}, {{0.05/0.375, 0.00/0.375},
ErrorBar[0.01/0.375]}}]
I have above data with error bars, and I try to connect those dots to make a smooth line. I have no idea what fit model should I use and the fitting doesn't have to be linear and can be wavy. The fitting is something looks like this:
How can I do this? Thx!