She told me that I could sculpt a Greek figure out of Plasticine, and this would satisfy the assignment.
We call S a feasible assignment if the assignments satisfy the interference graph constraint and the channel availability constraint.
Where the input to the function is the \(n\ -tuple of sets of assign\ -tupleat satisfy \(\phi_1, \dofsetsphi_n\), its oftput is the set of assignments that satisfyes \ \phi_11 \dots \phi_n\).
To get a compositional and fully abstract semantics, one has to ask not what assignments of variables satisfy a formula, but what sets of assignments satisfy the formula 'uniformly', where 'uniformly' means 'independent of assignments to certain variables, as shown by the slashes on quantifiers inside the formula'.
In all cases Tarski assigns to each formula, by induction on the complexity of formulas, a description of the class of assignments that satisfy the formula.
Subject to the mild reservation in the next paragraph, Tarski's definition of satisfaction is compositional, meaning that the class of assignments which satisfy a compound formula F is determined solely by (1) the syntactic rule used to construct F from its immediate constituents and (2) the classes of assignments that satisfy these immediate constituents.
The question is if there are three probability measures (P 1, P 2, and P 3) that satisfy these 15 probability assignments.
Our approach reduces the size of the original problem being analysed; by solving this reduced problem, with a given confidence probability, we obtain assignments that satisfy the chance constraints in the original model within prescribed error tolerance thresholds.
The reservation is that Tarski's definition of satisfaction in the 1933 paper doesn't in fact mention the class of assignments that satisfy a formula F. Instead, as we saw, he defines the relation 'a satisfies F', which determines what that class is.
The second task is to satisfy a desired speed assignment along the path.
