DATA_LINDEMANN1986
Data points from the Lindemann (1986a) paper

Usage:

data = data_lindemann1986_data(flag)

Output parameters:

data

the data points from the given figure as a matrix with x and y data or (in cases where no clear x values were given such as T/2) as a vector containing only the y data

Description:

data_lindemann1986(flag) returns data points from the Lindemann 1986 paper. The flag may be one of:

`'no_plot'`	Don't plot, only return data. This is the default.
`'plot'`	Plot the data.
`'fig11_yost'`	Return data from Fig. 11. with condition "yost". The data is ILD vs. lateral displacement (10 is max Displacement).
`'fig11_sayers'`	Return data from Fig. 11. with condition "sayers". The data is ILD vs. lateral displacement (10 is max displacement).
`'fig12_400'`	Return data from Fig. 12. for the 400 Hz pure tone. The data is ILD vs. ITD.
`'fig12_600'`	Return data from Fig. 12. for the 600 Hz pure tone. The data is ILD vs. ITD.
`'fig13'`	Return data from Fig. 13. The output data format is x-axis, -3dB, 3dB, 9dB, 15dB, 25dB. The data is ILD vs. ITD.
`'fig16'`	Return data from Fig. 16. The data is ILD vs. ITD.
`'fig17'`	Return data from Fig. 17. The output data format is x-axis, 0ms, 0.09ms, 0.18ms, 0.27ms. The data is ITD vs. ILD.

If no flag is given, the function will print the list of valid flags.

Examples:

Figure 11 with the "yost" condition can be displayed using :

data_lindemann1986('fig11_yost','plot');

Figure 11 with the "sayers" condition can be displayed using :

data_lindemann1986('fig11_sayers','plot');

Figure 12 for a 400 Hz pure tone can be displayed using :

data_lindemann1986('fig12_400','plot');

Figure 12 for a 600 Hz pure tone can be displayed using :

data_lindemann1986('fig12_600','plot');

Figure 13 can be displayed by using :

data_lindemann1986('fig13','plot');

Figure 16 can be displayed using :

data_lindemann1986('fig16','plot');

Figure 17 can be displayed using :

data_lindemann1986('fig17','plot');

References:

W. Lindemann. Extension of a binaural cross-correlation model by contralateral inhibition. I. Simulation of lateralization for stationary signals. The Journal of the Acoustical Society of America, 80:1608--1622, 1986.