| Literature DB >> 33937775 |
Angelica Silva1, Roberto Limongi1,2, Michael MacKinley1,2,3, Lena Palaniyappan1,2,3,4,5.
Abstract
This study aimed to shed light on the linguistic style affecting the communication discourse in first-episode schizophrenia (FES) by investigating the analytic thinking index in relation to clinical scores of conceptual and thought disorganization (Positive and Negative Syndrome Scale, PANSS-P2 and Thought and Language Index, TLI). Using robust Bayesian modeling, we report three major findings: (1) FES subjects showed reduced analytic thinking, exhibiting a less categorical linguistic style than healthy control (HC) subjects (Bayes factor, BF10 > 1000), despite using the same proportion of function and content words as HCs; (2) the lower the analytic thinking score, the higher the symptoms scores of conceptual disorganization (PANSS-P2, BF = 22.66) and global disorganization of thinking (TLI, BF10 = 112.73); (3) the linguistic style is a better predictor of conceptual disorganization than the cognitive measure of processing speed in schizophrenia (SZ). These findings provide an objectively detectable linguistic style with a focus on Natural Language Processing Analytics of transcribed speech samples of patients with SZ that require no clinical judgment. These findings also offer a crucial insight into the primacy of linguistic structural disruption in clinically ascertained disorganized thinking in SZ. Our work contributes to an emerging body of literature on the psychopathology of SZ using a first-order lexeme-level analysis and a hypothesis-driven approach. At a utilitarian level, this has implications for improving educational and social outcomes in patients with SZ.Entities:
Keywords: first-episode schizophrenia; formal thought disorder; linguistic style; natural language processing analytics; speech–language impairment
Year: 2021 PMID: 33937775 PMCID: PMC8072135 DOI: 10.1093/schizbullopen/sgab010
Source DB: PubMed Journal: Schizophr Bull Open ISSN: 2632-7899
Demographic, Clinical, Cognitive Scores
| HC | FES | BF10 | 95% HDI | |
|---|---|---|---|---|
| Demographic and Clinical Data | ||||
| Age (Years) | 21.89 (3.24) | 21.43 (3.24) | 0.29 | −0.56, 0.32 |
| Sex (Male) | 38% | 62% | ||
| Education Scale | 2.86 (1.06) | 2.30 (1.02) | 2.31 | −0.94, −0.03 |
| SES | 3.4 (1.25) | 3.24 (1.43) | 0.273 | −0.23, 0.54 |
| PANSS (Total) | 26.38 (6.62) | |||
| PANSS-P2 | 3.26 (1.66) | |||
| TLI (Total) | 1.17 (1.2) | |||
| Impoverishment of Thinking | 0.44 (0.65) | |||
| Disorganization of Thinking | 0.73 (0.94) | |||
| DUP (Months) | 8.82 (13.17) | |||
| DDD-Days | 2.09 (3.53) | |||
| SOFAS | 82.15 (4.48) | 38.38 (12.65) | >1000 | −49.97, −36.94 |
| DSST | 68.28 (10.95) | 52.79 (13.33) | >1000 | −1.67, −0.66 |
| Linguistic Data | ||||
| Words per Sentence | 13.82 (3.23) | 11.56 (2.52) | 147.5 | −1.33, 0.37 |
| Articles | 11.14 (2.93) | 9.53 (3.57) | 1.41 | −0.87, 0.02 |
| Prepositions | 13.86 (2.72) | 12.68 (3.18) | 0.599 | −0.73, 0.13 |
| Personal Pronouns | 6.61 (3.47) | 7.94 (4.37) | 0.931 | −0.07, 0.81 |
| Impersonal Pronouns | 5.61 (2.38) | 6.47 (3.05) | 0.743 | −0.10, 0.77 |
| Auxiliary Verbs | 10.44 (2.27) | 11.32 (2.93) | 1.4 | −0.02, 0.87 |
| Adverbs | 6.47 (2.32) | 7.02 (2.84) | 0.525 | −0.15, 0.71 |
| Conjunctions | 5.86 (2.22) | 7.01 (3.21) | 0.739 | −0.10, 0.77 |
| Negations | 0.93 (2.03) | 1.2 (1.28) | 0.259 | −0.39, 0.51 |
Note: FWs are presented in mean percentages relative to the total WC. Summary statistics mean (standard deviation). For completeness, Bayesian t-tests of between-group differences are shown. SES, socioeconomic status; PANSS, Positive and Negative Syndrome Scale; TLI, thought language index; DUP, duration of untreated psychosis; DDD, defined daily dose equivalents of antipsychotic medication; SOFAS, Social and Occupational Functioning Assessment Score; DSST, Digit Symbol Substitution Test.
Fig. 1.Between-groups Bayesian comparison of total word count (WC), content words (CW), and function words (FWs). Error bars represent the 95% HDI.
Fig. 2.Effects of group on the analytic thinking scores. Bars represent the 95% HDI.
Model Comparison
| Models |
|
| BFM | BF10 |
|---|---|---|---|---|
| Null Model | 0.100 | 6.282e−7 | 5.654e−6 | 1.000 |
| Group | 0.100 | 0.502 | 9.058 | 798 400.521* |
| Group + Sex | 0.100 | 0.277 | 3.456 | 441 678.968* |
| Group + Sex + Group × Sex | 0.100 | 0.086 | 0.849 | 137 186.926* |
| Group + Education Scale | 0.100 | 0.08 | 0.780 | 126 987.888* |
| Group + Sex + E. Scale | 0.100 | 0.042 | 0.391 | 66 215.670* |
| Group + Sex + E. Scale + Group × Sex | 0.100 | 0.013 | 0.122 | 21 253.776* |
| E. Scale | 0.100 | 1.615e−7 | 1.454e−6 | 0.257 |
| Sex | 0.100 | 1.023e−7 | 9.210e−7 | 0.163 |
| Sex + E. Scale | 0.100 | 2.885e−8 | 2.596e−7 | 0.046 |
Note: All models included picture number as random effects. E. scale, education scale; P(M), prior probability of rival models; P(M|data), probability of each model after seeing the data; BFM, likelihood of each model compared with the mean of the rival models; BF10, Bayes factor ratio of the model against the null. *The model outperformed the null. All complex models performed better than the null. However, no complex model performed better than the simpler model comprising only the effect of group.
Fig. 3.Bayesian Pearson’s correlation between analytic thinking and conceptual disorganization (PANSS-P2).
Fig. 4.Bayesian Pearson’s correlation between analytic thinking and disorganization of thinking.
Fig. 5.Bayesian Pearson’s correlation between analytic thinking and impoverishment of thinking.