Exact(3)
This must provide a rigorous case for transforming problems into possibilities, possibilities into ideas, and ideas into action.
A method of transforming problems with diffuse interfaces is presented which leads to equations that are easier to compute accurately.
PROCESS THEMES: breaking impasses, creating options, identifying interests, transforming problems from zero-sum to non-zero-sum, mutual gains, linkage to other possible deals, building a long-term relationship.
Similar(57)
A similar decomposition can be applied to sigmoid utility functions, transforming problem (1) into: U tot ∗ = max p ∈ A, d ∑ k = 1 K U k d k s.t.
Now, we consider transforming Problem A by using (20), (21), and (22).
We start with the basic definitions and facts, and some methods used to transform problems into GP format.
And they are more likely to be capable of the adaptive, rapid responses needed to deal with unexpected situations and to transform problems into opportunities.
For a wide range of k, n, and r, the transformed problems can be solved more efficiently than the original problem of degree r and order n.
The main advantage of the proposed method is that it transforms problems under consideration into nonlinear systems of algebraic equations which can be simply solved.
The idea behind the generating functions are that we can effectually transform problems about sequences into problems about functions.
Our method, instead, obviates these difficulties and, indeed, transforms problems and/or limitations into advantages.
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