According to the 2023 Global Coincidence Survey and 2022 LSRES, what percentage of reported coincidences retain no identifiable cause after exhaustive investigation?
How many daily event pairings are estimated to be created by the global population of 8 billion people, making improbable events statistically inevitable?
4.Bloc 2 - Academic TheoryMedium· Law of Truly Large Numbers (Diaconis & Mosteller 1989)
Under the Law of Truly Large Numbers (Diaconis & Mosteller 1989), which specific condition causes the statistical inevitability of outrageous events to break down?
5.Bloc 2 - Academic TheoryMedium· Quantum Decoherence Theory (Zeh 1970)
In Quantum Decoherence Theory (Zeh 1970), what environmental factor is assumed to cause the rapid phase randomization that eliminates quantum indeterminacy at the macroscopic scale?
6.Bloc 2 - Academic TheoryMedium· Subjective Probability and Representativeness (Kahneman & Tversky 1972)
According to Subjective Probability and Representativeness (Kahneman & Tversky 1972), what specific cognitive bias leads humans to systematically ignore the base rates of non-coincidences?
7.Bloc 3 - Contextual ApplicationHard· Advanced data analytics and AI
How might the deployment of advanced data analytics and AI for identifying patterns challenge the assumption of true stochasticity in reported macroscopic coincidences?
8.Bloc 3 - Contextual ApplicationHard· Ubiquitous digital communication and social media
How does the rise of ubiquitous digital communication and social media impact the expected value of coincidences by altering the sample space of event pairings?
9.Bloc 4 - Expert SynthesisExpert· Deterministic Chaos Theory (Lorenz 1963) vs Quantum Decoherence Theory (Zeh 1970)
How do Deterministic Chaos Theory (Lorenz 1963) and Quantum Decoherence Theory (Zeh 1970) differ in their explanation of why macroscopic biological processes appear entirely deterministic?
10.Bloc 4 - Expert SynthesisExpert· Law of Truly Large Numbers (Diaconis & Mosteller 1989) vs Subjective Probability and Representativeness (Kahneman & Tversky 1972)
While the Law of Truly Large Numbers (Diaconis & Mosteller 1989) relies on objective frequencies, how does Subjective Probability and Representativeness (Kahneman & Tversky 1972) explain the human perception of these same frequencies?