the first-order-models vs better than zero-order-model

These two phrases are not directly comparable as they refer to different concepts. 'The first-order models' is a reference to models of a certain level or type, while 'better than zero-order model' is a comparison indicating superiority over a specific type of model. Therefore, they serve different purposes and cannot be evaluated against each other.

Last updated: March 17, 2024 • 479 views

the first-order-models

This phrase is correct and commonly used in the context of discussing different levels or types of models.

This phrase is used to refer to models that are of the first order, indicating a certain level or type of modeling approach.

Show examples from the web [+]

The first order models we present permit the study of many epistemic modalities recently proposed in computer science as well as the development of adequate.
The first order models we present permit the study of many epistemic modalities recently proposed in computer science as well as the development of adequate ...
Feb 14, 2014 ... The present study examined the validity of an augmented version of Ajzen's ( 1991) theory of planned behaviour (TPB), adopting second-order ...
Nov 9, 2006 ... The first order models we present permit the study of many epistemic modalities recently proposed in computer science as well as the ...

better than zero-order-model

This phrase is correct and commonly used to compare models, indicating that one model is superior to another in terms of performance or accuracy.

This phrase is used to compare models, suggesting that the model being referred to is superior to a zero-order model in some aspect.

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the first-order-models vs better than zero-order-model