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Change the second-to-last argument from –from to –from=back.


Can there ever be more than one satisfying assignment for a Boolean function?

I’m reading the definition of a Boolean function:

Let $\mathcal{F} = \{ f_{1},f_{2},\dots,f_{n} \}$ be a set of Boolean functions, and $f \in \mathcal{F}$. We say that $f$ is satisfiable if there exists some input $x$ such that $f(x) = 0$; we say that $f$ is unsatisfiable if for every input $x$, $f(x) = 1$

If we have multiple satisfying assignments for $f$, then how does that differ from $f$ being satisfied?


Your definition says that the function $f$ is satisfiable if there exists a value for $x$ where the function evaluates to $0$. That is, there is a way to set $f$ to true (i.e. the function evaluates to $0$). This is different than $f$ being satisfied. The latter means that the value of $f$ for the input is $1$. If a function is not satisfied at any input, it is not satisfiable.

Inhibition of Cdk5 by genetic manipulation of Cdk5-binding proteins in Drosophila.
In vertebrates, the cyclin-dependent kinase Cdk5 phosphorylates its diverse neuronal substrates in the cytosol, where it is associated with the neuronal cytoskeletal and signaling molecules. We have developed a Drosophila model for Cdk5 by expressing in motoneurons the heterologous form of the kinase. We show that loss-of-function mutations of specific Cdk5-binding proteins in Drosophila result in hyperactivation of Cdk5 and, therefore, in a dorsoventral polarity phenotype. These results support a model in which proper phosphorylation of Cdk5 by its diverse binding partners acts as a co-regulator of Cdk5 function.Q:

Center text over a specific line

How can I center a text over a specific line in latex?
I want to center a long text over a specific line, like this:

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