1. What contributions have the authors mentioned in the paper "Quantum process semantics" ?
The paper describes a model of subjective goal-oriented semantics extending standard « view-from-nowhere » approach.
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Quantum Process Semantics
Ilya Surov
- 01 Sep 2021
About: The article was published on 01 Sep 2021. and is currently open access. The article focuses on the topics: Quantum process & Qubit.
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Figures
Table 2: Properties of objective and subjective aspects of information. Meaning arises from combination of the two, where subjective process structure is used to organize contexts in relation to objective behavioral alternative. Corresponding mathematical structure is qubit state visualized in Figure 1. 
Table 1: Words forming context-class prototypes corresponding to the poles of the Bloch sphere and six process stages shown in Figure 4. 
Figure 4: Process structure of azimuthal dimension in the qubit semantic space refining three-stage scheme shown in Figure 3. The process starts with Sensing contexts of minimum activity and proceeds in the clockwise direction to the Novelty, Goal-Plan, Action, Progress, and Result. Black and gray dots and bands indicate central prototypes and azimuthal ranges of the main and intermediate context classes.
Citations
Novel Data Science Approach for Emotion Analytics: from Machine Learning to Quantum Cognition
01 Jan 2023
TL;DR: In this paper , the authors proposed an emotion analytics approach based on the quantum data science method for predicting people's emotions by a fundamentally novel assessment method, and they showed that emotional judgments from one modality may be incompatible with judgments from another and they cannot be assessed together to produce a final judgment.
1
Natural Code of Subjective Experience
TL;DR: In this paper , the authors introduce mathematical encoding for subjective experience and meaning in natural cognition based on a quantum-theoretic qubit structure supplementing classical bit with circular dimension, functioning as a process-causal template for representation of contexts relative to the basis decision.
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