We propose an adaptable middleware, called Radiator, where context propagation is controlled by functions that, given the context of the recipient, dictate in which conditions a given context message should be propagated.
Unlike current selective message distribution approaches which rely on relatively stable sets of matching rules (the rules that dictate who receives a certain message), our approach relies on functions that, given the current context of sender and receiver, decide under which conditions should a message be distributed.
A solution to such an equation is a function that gives the position of the Earth at any time t.
The Hypnotix developers have taken the same approach to volleyball that they did to golf, dressing it up with gimmicks like a turbo function that gives the player bursts of extra power with which to leap and slam the volleyball as fireworks explode.
Let (theta(t)) be the function that gives the phase of the oscillator at time t.
The production function that gives the total output produced is given by begin{aligned} Y=g( q G( {L( {Tq,Q}),K})=g( q)F(Tq,Q,K).
Specifically, he derives a social ordering function that gives the highest priority to that agent with the largest level of a specific measure of individual well-being loss.
The definition of individual fitness, \(F\), is then given by the following equation (Pence and Ramsey 2013, 862; equation (4)): (where \ \phi(\omega,t)\) is a function that gives the size of a daughter population at some future time \(t\)).
In number theory, the prime-counting function that gives the number of primes less than or equal to x, for any real number x is denoted by (pi(x)).
