The discussion centers around the nature of measurement in physics, particularly in the context of quantum mechanics. Participants explore whether the theory of measurement is inherently contradictory or if it can be meaningfully defined within theoretical and mathematical physics. The conversation touches on philosophical implications and the distinction between scientific and philosophical problems related to measurement.
Participants express a range of opinions on whether the measurement problem is scientific or philosophical, with no consensus reached. Some view it as a philosophical issue, while others argue for its physical significance.
Participants note the ambiguity in defining measurement processes and the implications of this ambiguity for both theoretical and practical physics. The discussion reflects varying interpretations and the complexity of the measurement problem without resolving these complexities.
At that time it was just that it wasn't mathematics but just a piece of data coupled with a philosophy of what it might possibly mean.Elias1960 said:There was the monstrous moonshine conjecture, also known as 196884 = 196883 + 1.
Essentially, it was nothing but the hypothesis that there is some deep connection between the j-function from number theory and the Monster group.
Elias1960 said:There was the monstrous moonshine conjecture, also known as 196884 = 196883 + 1.
Essentially, it was nothing but the hypothesis that there is some deep connection between the j-function from number theory and the Monster group. Vague enough?