The dominant strain of current syntactic theory takes the lexicon as primitive and studies the rule-governed derivation of syntactic forms, which are structures known as LFs (or, more misleadingly, Logical Forms).
Derivation of these forms is a central theme of this study.
This facilitates derivation of new forms of thermodynamical models that exhibit both global continuous behavior and the phenomenon of abrupt stiffness change within a single package.
A problem that we experienced was that the high level of optionality in archetypes complicates the direct derivation of EHR forms.
The derivation of closed-form solutions is discussed, and the results are presented in the form of design charts, where the effect of the restraint stiffness is highlighted.
Assuming the channel model introduced in Appendix 2, it is easily to observe that the derivation of closed-form formulas for MSE require calculation of n th order moments of Gaussian variables, which, in general form, can be represented as μ r 1, …, r m ( Z ) = E ∏ i = 1 m Z i r i, (51).
A secondary but important result is a derivation of closed-form expressions of the Cramer-Rao Lower Bound (CRLB).
