Open Access
Table A6
Overview of t-test results for the question “How much do you feel spatially present in the scene?”. p-values are provided for the left and right tail of the statistics, respectively.
| Concert | Speech | Street | |
|---|---|---|---|
| hoa2d vs. hoa29_pinv | t(15.701) = 1.1, p(left) = 0.87, p(right) = 0.13 | t(17.799) = −0.33, p(left) = 0.37, p(right) = 0.63 | t(17.4829) = 0.88, p(left) = 0.8, p(right) = 0.2 |
| hoa2d vs. hoa29_allrad | t(17.6455) = 1.2, p(left) = 0.87, p(right) = 0.13 | t(16.0221) = 0.63, p(left) = 0.73, p(right) = 0.27 | t(17.8289) = 1.5, p(left) = 0.92, p(right) = 0.081 |
| hoa2d vs. nsp45 | t(16.274) = 0.72, p(left) = 0.76, p(right) = 0.24 | t(16.7691) = −2, p(left) = 0.031, p(right) = 0.97 | t(17.5478) = 0.45, p(left) = 0.67, p(right) = 0.33 |
| hoa2d vs. hoa45_allrad | t(17.2516) = 1.7, p(left) = 0.95, p(right) = 0.054 | t(17.9977) = 2.5, p(left) = 0.99, p(right) = 0.012 | t(17.2847) = 0.77, p(left) = 0.77, p(right) = 0.23 |
| hoa2d vs. vbap45 | t(17.8473) = 1.9, p(left) = 0.96, p(right) = 0.036 | t(13.5952) = 0.92, p(left) = 0.81, p(right) = 0.19 | t(17.6603) = 1.2, p(left) = 0.87, p(right) = 0.13 |
| hoa2d_basic vs. hoa29_pinv | t(17.8841) = −1.2, p(left) = 0.13, p(right) = 0.87 | t(17.8515) = −0.43, p(left) = 0.34, p(right) = 0.66 | t(17.9763) = 0.39, p(left) = 0.65, p(right) = 0.35 |
| hoa2d_basic vs. hoa29_allrad | t(17.448) = −0.86, p(left) = 0.2, p(right) = 0.8 | t(16.1548) = 0.54, p(left) = 0.7, p(right) = 0.3 | t(17.7799) = 1.1, p(left) = 0.85, p(right) = 0.15 |
| hoa2d_basic vs. nsp45 | t(17.9957) = −1.6, p(left) = 0.061, p(right) = 0.94 | t(16.8866) = −2.1, p(left) = 0.026, p(right) = 0.97 | t(15.9785) = 1.3e−15, p(left) = 0.5, p(right) = 0.5 |
| hoa2d_basic vs. hoa45_allrad | t(17.7823) = −0.32, p(left) = 0.37, p(right) = 0.63 | t(17.9997) = 2.4, p(left) = 0.99, p(right) = 0.015 | t(17.9998) = 0.27, p(left) = 0.6, p(right) = 0.4 |
| hoa2d_basic vs. vbap45 | t(17.127) = 0.045, p(left) = 0.52, p(right) = 0.48 | t(13.7163) = 0.85, p(left) = 0.8, p(right) = 0.2 | t(16.1738) = 0.8, p(left) = 0.78, p(right) = 0.22 |
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