The phrase "a field of probabilities" is correct and usable in written English.
It can be used in contexts related to statistics, science, or discussions about uncertainty and potential outcomes.
Example: "In quantum mechanics, we often refer to the concept of a field of probabilities to describe the behavior of particles at a subatomic level."
Alternatives: "a realm of possibilities" or "a domain of uncertainties".
Their intertwined tale, which toward its end sings praises of the intricate Book of Kells, is knotty with words like "pubococcygeal," sentences like "According to Margenau's theory, human consciousness could be compared to a field of probabilities in a Fock space, defined as a direct sum of Hilbert spaces," and pages of tendentious analogy between quantum physics and biological processes.
The approach is reminiscent of the probability field simulation, which also maps the conductivity realizations onto a field of uniform random numbers; although the mapping now is done using the local conditional distribution functions built based on a prior statistical model and the conditioning data.
The $975,000 award--bestowed by the Norwegian Academy of Sciences and Letters--honors Varadhan's contributions to the field of probability theory, a branch of mathematics concerned with the analysis of random phenomena.
He obtained his PhD in mathematics at the Sorbonne, where he soon established himself as a pioneering mathematician and innovator in the field of probability.
Monte Carlo simulation is a common method widely used in the field of probability analysis and risk management.
For example, for journals in the field of probability and statistics a journal's impact factor ranking could easily vary by 20 or 30 positions, equivalent to ranging over one quarter or one third of the table.
With the advent of legal gambling houses in the 17th century, mathematicians began to take a serious interest in games with randomizing equipment (such as dice and cards), out of which grew the field of probability theory.
Many cultures around the world tilled the conceptual field of probability, in antiquity and not least in the medieval era.
Some of the most productive extensions of the concept of metric were introduced in the field of probability.
So while the Principal Principle captures a lot of what we know about chance, there are other truths about chance that help to narrow the field of probability functions which could be chances still further.
