Table 1 Adjusted odds ratios (AORs) from multivariate logistic regressions for each NACE 1-digit industry sector analyzing the association between firm transition status and firm characteristics averaged over the observation period
From: Using firm-level supply chain networks to measure the speed of the energy transition
fossil cost share \({\overline{fc}}_{i}\) | electricity cost share \({\overline{ec}}_{i}\) | revenue \({\overline{R}}_{i}\) | employment \({\overline{em}}_{i}\) | total consumption \({\overline{T}}_{i}\) | ||||||
|---|---|---|---|---|---|---|---|---|---|---|
Sector | AOR | 95% CI | AOR | 95% CI | AOR | 95% CI | AOR | 95% CI | AOR | 95% CI |
A | 0.964** (0.0093) | 0.939, 0.991 | 0.992 (0.1096) | 0.981, 1.002 | 0.946** (0.0029) | 0.912, 0.981 | 0.993 (0.3808) | 0.978, 1.009 | 1.062*** (0.0009) | 1.025, 1.100 |
C | 0.915*** ( < 0.0001) | 0.902, 0.929 | 1.008* (0.0201) | 1.001, 1.014 | 0.916*** ( < 0.0001) | 0.898, 0.934 | 1.002 (0.7161) | 0.993, 1.010 | 1.082*** ( < 0.0001) | 1.062, 1.103 |
E | 0.992 (0.7900) | 0.936, 1.052 | 1.009 (0.4881) | 0.983, 1.036 | 1.038 (0.3208) | 0.964, 1.118 | 0.949* (0.0146) | 0.910, 0.990 | 0.996 (0.9140) | 0.926, 1.071 |
F | 0.969** (0.0013) | 0.950, 0.988 | 1.004 (0.3103) | 0.996, 1.013 | 0.962** (0.0031) | 0.937, 0.987 | 1.004 (0.6087) | 0.990, 1.018 | 1.037** (0.0039) | 1.012, 1.063 |
G | 0.922*** ( < 0.0001) | 0.912, 0.933 | 1.017*** ( < 0.0001) | 1.012, 1.023 | 0.941*** ( < 0.0001) | 0.927, 0.956 | 0.982*** ( < 0.0001) | 0.974, 0.990 | 1.083*** ( < 0.0001) | 1.066, 1.101 |
H | 0.970. (0.0977) | 0.936, 1.006 | 1.010 (0.1284) | 0.997, 1.023 | 0.976 (0.3176) | 0.931, 1.024 | 0.985 (0.2192) | 0.962, 1.009 | 1.030 (0.1714) | 0.987, 1.076 |
I | 0.899*** ( < 0.0001) | 0.881, 0.917 | 1.030*** ( < 0.0001) | 1.018, 1.042 | 0.912*** ( < 0.0001) | 0.885, 0.940 | 1.014. (0.0876) | 0.998, 1.030 | 1.082*** ( < 0.0001) | 1.051, 1.114 |
J | 0.926*** (0.0004) | 0.888, 0.966 | 1.051*** ( < 0.0001) | 1.025, 1.078 | 0.962 (0.2086) | 0.906, 1.022 | 1.019 (0.1487) | 0.993, 1.046 | 1.016 (0.5928) | 0.959, 1.077 |
L | 0.938*** ( < 0.0001) | 0.925, 0.951 | 1.032*** ( < 0.0001) | 1.023, 1.041 | 0.959*** ( < 0.0001) | 0.942, 0.977 | 0.994 (0.1983) | 0.984, 1.003 | 1.035*** (0.0001) | 1.017, 1.053 |
M | 0.929*** ( < 0.0001) | 0.909, 0.949 | 1.047*** ( < 0.0001) | 1.034, 1.059 | 0.965* (0.0137) | 0.939, 0.993 | 0.989 (0.1475) | 0.975, 1.004 | 1.043** (0.0046) | 1.013, 1.074 |
N | 0.964* (0.0242) | 0.934, 0.995 | 1.045*** ( < 0.0001) | 1.027, 1.063 | 1.008 (0.7097) | 0.965, 1.053 | 1.006 (0.5306) | 0.988, 1.024 | 0.987 (0.5339) | 0.947, 1.029 |
P | 0.797** (0.0091) | 0.671, 0.945 | 1.003 (0.9327) | 0.932, 1.080 | 0.782* (0.0290) | 0.627, 0.975 | 0.942 (0.1084) | 0.876, 1.013 | 1.293* (0.0230) | 1.036, 1.614 |
Q | 0.821* (0.0218) | 0.694, 0.972 | 1.067. (0.0767) | 0.993, 1.146 | 0.877 (0.2390) | 0.705, 1.091 | 1.017 (0.5125) | 0.968, 1.068 | 1.134 (0.2397) | 0.919, 1.399 |
R | 0.938* (0.0121) | 0.893, 0.986 | 1.045** (0.0014) | 1.017, 1.074 | 0.981 (0.5506) | 0.922, 1.044 | 0.959* (0.0103) | 0.930, 0.990 | 1.025 (0.4489) | 0.962, 1.091 |
S | 0.925** (0.0032) | 0.878, 0.974 | 1.031* (0.0225) | 1.004, 1.059 | 0.921* (0.0270) | 0.856, 0.991 | 1.040* (0.0190) | 1.006, 1.074 | 1.032 (0.3703) | 0.963, 1.106 |