Basic examples are the Lukasiewicz t-norm T L, T L (a, b) = max(a + b - 1, 0) ∀a, b ∈ [0,1] and the t-norms T P, T M, T D, where T P (a, b) := ab, T M (a, b) := min{a, b}, T D a, b : = min a, b, if max a, b = 1 ; 0, otherwise.
Basic examples are the Łukasiewicz t-norm T L and the t-norms T P, T M and T D, where T L ( a, b ) : = max { a + b − 1, 0 }, T P ( a, b ) : = a b, T M ( a, b ) : = min { a, b } and T D ( a, b ) : = { min { a, b } if max { a, b } = 1, 0 otherwise.
The most basic examples are the reals R under addition,, and similarly with any other topological field such as the complex numbers or p-adic numbers.
The CHP plant with three district heaters is presented, but similar models were analyzed with one and two district heaters as well.7 This basic example is used to analyze the influence of the number of heating condensers but also shows the influence of the energetic losses (here referred to as flue gas losses) for CCPPs.
The most basic example is when a spider eats an insect and -- in its belly in water at room temperature -- creates a fiber that is five times stronger, ounce for ounce, than steel.
His most basic example is a group of elegant little algorithms with a clunky name: cellular automata.
A basic example is that of brands being able to target, say, their best customers or loyalty shoppers, to cross sell or up sell them across the digital space.
The basic example was given by geometrical systems of points, lines and planes; although the geometrical domain is made up of these things, nothing can be assumed known about them (in particular no 'intuitive' geometrical knowledge from whatever source) other than what is given in the axioms or which can be derived from them by legitimate inference.
One common example is the basic costs of spinning up the IaaS/PaaS elements of what you do — creating accounts, allocating minimal resources, other infrastructure, and then subsequent usage.
