Outcome
Type |
Measure |
Description |
Time frame |
Safety issue |
Primary |
Difference in amplitude of the N100 ERP |
Amplitude (response size) will be measured in microvolts. The statistic being used to measure the difference in amplitude between the two Tone types will be a full-factorial repeated measures analysis of variance (Factors: Tone type, Session number, Run number) |
1 week (6-8 days) |
|
Primary |
Difference in latency of the N100 ERP |
Latency (response time) will be measured in microseconds. The statistic being used to measure the difference in amplitude between the two Tone types will be a full-factorial repeated measures analysis of variance (Factors: Tone type, Session number, Run number) |
1 week (6-8 days) |
|
Primary |
Difference in amplitude of the P300 ERP |
Amplitude (response size) will be measured in microvolts. The statistic being used to measure the difference in amplitude between the two Tone types will be a full-factorial repeated measures analysis of variance (Factors: Tone type, Session number, Run number) |
1 week (6-8 days) |
|
Primary |
Difference in latency of the P300 ERP |
Latency (response time) will be measured in microseconds. The statistic being used to measure the difference in amplitude between the two Tone types will be a full-factorial repeated measures analysis of variance (Factors: Tone type, Session number, Run number) |
1 week (6-8 days) |
|
Primary |
Difference in amplitude of the N400 ERP |
Amplitude (response size) will be measured in microvolts. The statistic being used to measure the difference in amplitude between the two Tone types will be a full-factorial repeated measures analysis of variance (Factors: Tone type, Session number, Run number) |
1 week (6-8 days) |
|
Primary |
Difference in latency of the N400 ERP |
Latency (response time) will be measured in microseconds. The statistic being used to measure the difference in amplitude between the two Tone types will be a full-factorial repeated measures analysis of variance (Factors: Tone type, Session number, Run number) |
1 week (6-8 days) |
|
Secondary |
Repeatability of the N100 Amplitude for Tone A |
The statistic being used to measure the repeatability will be the two-way mixed single measures absolute agreement type of intraclass correlation coefficient (denoted as ICC(A,1) |
1 week (6-8 days) |
|
Secondary |
Repeatability of the N100 Amplitude for Tone B |
The statistic being used to measure the repeatability will be the two-way mixed single measures absolute agreement type of intraclass correlation coefficient (denoted as ICC(A,1) |
1 week (6-8 days) |
|
Secondary |
Repeatability of the N100 Latency for Tone A |
The statistic being used to measure the repeatability will be the two-way mixed single measures absolute agreement type of intraclass correlation coefficient (denoted as ICC(A,1) |
1 week (6-8 days) |
|
Secondary |
Repeatability of the N100 Latency for Tone B |
The statistic being used to measure the repeatability will be the two-way mixed single measures absolute agreement type of intraclass correlation coefficient (denoted as ICC(A,1) |
1 week (6-8 days) |
|
Secondary |
Repeatability of the P300 Amplitude for Tone A |
The statistic being used to measure the repeatability will be the two-way mixed single measures absolute agreement type of intraclass correlation coefficient (denoted as ICC(A,1) |
1 week (6-8 days) |
|
Secondary |
Repeatability of the P300 Amplitude for Tone B |
The statistic being used to measure the repeatability will be the two-way mixed single measures absolute agreement type of intraclass correlation coefficient (denoted as ICC(A,1) |
1 week (6-8 days) |
|
Secondary |
Repeatability of the P300 Latency for Tone A |
The statistic being used to measure the repeatability will be the two-way mixed single measures absolute agreement type of intraclass correlation coefficient (denoted as ICC(A,1) |
1 week (6-8 days) |
|
Secondary |
Repeatability of the P300 Latency for Tone B |
The statistic being used to measure the repeatability will be the two-way mixed single measures absolute agreement type of intraclass correlation coefficient (denoted as ICC(A,1) |
1 week (6-8 days) |
|
Secondary |
Repeatability of the N400 Amplitude for Tone A |
The statistic being used to measure the repeatability will be the two-way mixed single measures absolute agreement type of intraclass correlation coefficient (denoted as ICC(A,1) |
1 week (6-8 days) |
|
Secondary |
Repeatability of the N400 Amplitude for Tone B |
The statistic being used to measure the repeatability will be the two-way mixed single measures absolute agreement type of intraclass correlation coefficient (denoted as ICC(A,1) |
1 week (6-8 days) |
|
Secondary |
Repeatability of the N400 Latency for Tone A |
The statistic being used to measure the repeatability will be the two-way mixed single measures absolute agreement type of intraclass correlation coefficient (denoted as ICC(A,1) |
1 week (6-8 days) |
|
Secondary |
Repeatability of the N400 Latency for Tone B |
The statistic being used to measure the repeatability will be the two-way mixed single measures absolute agreement type of intraclass correlation coefficient (denoted as ICC(A,1) |
1 week (6-8 days) |
|
Secondary |
Collection and evaluation of adverse events and adverse device effects |
Evaluation of safety and tolerability |
At time of event |
|