Titlebook: Quantum Interaction; Third International Peter Bruza,Donald Sofge,Matthias Klusch Conference proceedings 2009 Springer-Verlag Berlin Heide

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Fractals and the Fock-Bargmann Representation of Coherent Statesation of fractals in terms of the .-deformed algebra of coherent states is presented. This sheds some light on the dynamical formation of fractals and provides some insight into the geometrical properties of coherent states. The global nature of fractals appears to emerge from coherent local deforma

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Generalising Unitary Time Evolutioning lack of models displaying proper evolutionary dynamics. This paper presents an overview of the modern generalised approach to the derivation of time evolution equations in physics, showing how the notion of symmetry is essential to the extraction of operators in quantum theory. The form that sym

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Comparison of Quantum and Bayesian Inference Modelsof these principles to the probabilistic inference problem in which hypotheses are evaluated on the basis of a sequence of evidence (observations). The probabilistic inference problem is usually addressed using Bayesian updating rules. Here we derive a quantum inference rule and compare it to the Ba

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Quantum-Like Representation of Macroscopic Configurationsults of quantum logic on macroscopic quantum-like (QL) behaviour. The crucial point is that our model provides the QL-representation of macroscopic configurations in terms of complex probability amplitudes – wave functions of such configurations. Thus, instead of the language of propositions which i

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Extracting Spooky-Activation-at-a-Distance from Considerations of Entanglementstigation of the potentially quantum nature of such associations is currently underway. This paper presents a simple quantum model of a word association system. It is shown that a quantum model of word entanglement can recover aspects of both the Spreading Activation model and the Spooky model of wo

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Quantum Amplitude Amplification Algorithm: An Explanation of Availability Biascognitive heuristic called availability bias. The amplitude amplification algorithm is used to define quantitatively the ease of a memory task, while the quantum amplitude estimation and the quantum counting algorithms to describe cognitive tasks such as estimating probability or approximate countin

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Quantum Coherence without Quantum Mechanics in Modeling the Unity of Consciousnessof the brain can be modeled in terms of algebraic properties of the quantum-mechanical formalism detached from its physical interpretation. The model proposed here is going one step beyond extracting the formal property of quantum coherence by making the transition from the lattice theoretic formali

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An Exploration of Type Indeterminacy in Strategic Decision-Makingfirst show that in a one-shot simultaneous move setting the TI-model is equivalent to the standard Bayes-Harsanyi model. We then let the game be preceded by a cheap-talk promise game. We show in an example that in the TI-model the promise stage can have an impact on the next following behavior when

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