Recently, the dynamical properties of Chua’s periodic rules and robust Bernoulli-shift rules with distinct parameters have been investigated from the viewpoint of symbolic dynamics [11-17]. By a ...

What is the normal approximation to the Binomial Distribution? A binomial random variable is a sum of independent Bernoulli random variables. Thus, the Central Limit Theorem indicates that, under ...

Euler’s equation and Bernoulli’s equation. Pipe flow ... Conservation of energy and momentum, the work-energy theorem and the impulse-momentum relationship, for both linear and rotary systems.

But is Arrow’s theorem really all that pessimistic? Arrow himself didn’t think so – and neither do today’s experts. So, what does the result actually say? And, perhaps more importantly ...

The results provide vivid physical manifestations of topological theorems that mathematicians have long known, including a demonstration of the "Hairy Ball Theorem" that claims, colloquially ...

Noether’s theorem, which she formulated in 1915, says that symmetries in the universe give rise to mathematical conservation laws. This statement is a crucial underpinning of physical laws ...

ME 373 is the second course in fluid mechanics for undergraduates. ME undergraduates are required to take either Thermodynamics II (ME 370) or this course as a part of the mechanical engineering ...

This design blends engineering with art and sculpture to create a truly impressive machine. The turbine is shaped like a champagne flute and uses Bernoulli’s Effect – the physics principle that allows ...