Bernoullix

Bernoullix is a term that appears in theoretical discussions and some fictional contexts to denote a generalized Bernoulli-type construct. It is not a standard term in established mathematics or physics. In generic usage, Bernoullix refers to a family of models that extend the Bernoulli process by introducing memory, multiple outcomes, or dependencies between trials, including higher-order Bernoulli processes and state-dependent probabilities.

In speculative or pedagogical settings, Bernoullix may also be described as a generalized energy-conservation principle in fluid dynamics that incorporates non-ideal effects such as viscosity or compressibility. The name is derived from the Bernoulli family and carries the -ix suffix to signal a generalized or variant form rather than a fixed object.

The term is mostly encountered informally, in speculative fiction, or as a placeholder in teaching materials to illustrate how changing assumptions affects results. When used in fiction, Bernoullix may appear as a technology, a company, or a fictional device, without implying a real-world counterpart.

See also Bernoulli distribution, Bernoulli process, stochastic processes, Markov chains.