occasionally, you can’t really get a specific solution.

\begin{equation} \dv{y}{t} = e^{t}\cos y \end{equation}

after doing the , you get:

\begin{equation} \ln (\sec y + \tan y) - e^{t} = C \end{equation}

you get sets of this function \(F(t,y)\) which shifts it up and down, by any constant C.

But at any given \((t,y)\), you get a slope \(e^{t}\cos y\).

The Lexicalization Hypothesis is a hypothesis proposed by Chomsky that states that syntactic transformations can only apply on syntatic constituents; therefore, the rules of putting words together is different from the rules that puts phrases together. This theory stands in opposition to generative semantics.

There are two versions of the Lexicalization Hypothesis:

Strong Lexicalization Hypothesis

The Strong Lexicalization Hypothesis states that both derivational words (changes meaning, bench=>benching) or inflectional words (changes grammar, eat=>eating) cannot be put together via syntatical rules. (Geeraerts 2009)

Lexicon are pre-labeled datasets which pre-organize words into features. They are useful when training data is sparse.

Instead of doing word counts, we compute each feature based on teh the token’s assigned label in the lexicon.

• Poster-modern search for individualism

likelyhood is the PDF, PMF, or joint probability distribution—which ever distribution