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

Both phrases are correct, but they are used in different contexts. 'Better than zero-order model' implies a comparison with a single model, while 'better than the first-order models' suggests a comparison with multiple models. Therefore, the choice between the two depends on whether you are comparing to a specific zero-order model or to a group of first-order models.

Last updated: March 17, 2024 • 604 views

better than zero-order-model

This phrase is correct when comparing to a specific zero-order model.

This phrase is used when comparing something to a particular zero-order model, indicating that the thing being compared is superior.

better than the first-order-models

This phrase is correct when comparing to a group of first-order models.

This phrase is used when comparing something to a set of first-order models, indicating that the thing being compared is superior to all of them.

Show examples from the web [+]

Oct 6, 2006 ... Both models describe the data better than the first-order models. Remarkably, the fit where bias in the residuals is absent is when D/v is ...
The second order models are slightly better than the first order models. The AR models generate data whose mean and standard deviation are close to those of ...
model describes the experimental data better than the first-order models. 4. Discussion. The above-discussed experiments are the first that try to elucidate the ...

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