Higher thresholds = steeper slopes? (Brian Gygi )


Subject: Higher thresholds = steeper slopes?
From:    Brian Gygi  <bgygi@xxxxxxxx>
Date:    Sat, 4 Aug 2012 13:00:48 +0000
List-Archive:<http://lists.mcgill.ca/scripts/wa.exe?LIST=AUDITORY>

----=_vm_0011_W8499420846_10053_1344085248 Content-Type: text/plain; charset="utf-8" Content-Transfer-Encoding: quoted-printable Hi, I have some data for normal and hearing-imparied listeners for 90 AF= C identification task for which the psychometric functions for the HI lis= teners have significantly steeper slopes than for the normal-hearing ones= , even though their thresholds are higher. Is this a common finding in th= e psychophysical literaure, or related to the nature of the hearing impai= rment, namely that once they can hear it, they rapidly achieve perfect pe= rformance (somewhat similar to the growth of loudness functions). Thanks for any leads on this, Brian Gygi ----=_vm_0011_W8499420846_10053_1344085248 Content-Type: text/html; charset="utf-8" Content-Transfer-Encoding: quoted-printable <html><body bgcolor=3D"#ffffff"><div><font face=3D"Verdana" size=3D"2"><= /font></div> <div><font face=3D"Verdana" size=3D"2">&nbsp;Hi, I have some data for nor= mal and hearing-imparied listeners for 90 AFC identification task for whi= ch the psychometric functions for the HI listeners have significantly ste= eper slopes than for the normal-hearing ones, even though their threshold= s are higher.&nbsp; Is this a common finding in the psychophysical litera= ure, or related to the nature of the hearing impairment, namely that once= they can hear it, they rapidly achieve perfect performance (somewhat sim= ilar to the growth of loudness functions).<br><br>Thanks for any leads on= this,<br></font></div> <p><font size=3D"2">Brian Gygi</font><br></p><p>&nbsp;</p></body></html> ----=_vm_0011_W8499420846_10053_1344085248--


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