Exact(3)
This indicates that there is a significant time difference between diagram interpretation and stimulated planning.
Finally, we explore differences between diagram styles using real and synthetic moment tensor catalog.
This has two important consequences: (1) if a certain diagram cannot be drawn then the described situation must be impossible (termed "self-consistency"), and (2) if a certain relationship between diagram objects must be drawn, then the corresponding relation can be inferred as logically valid.
Similar(57)
General tensor products between diagrams are also investigated.
Comparison between diagrams showed a drastic influence of spatial constraints onto mass transport depending on the method.
A striped pattern along one arm is a direct representation of a sequenced genome, while depictions of the BRCA1 gene trace their way across her breast, a visceral reminder of the rarely seen connection between diagrams in a scientific paper and a woman's body.
Here, we use synthetic data only to compare the relative density differences between diagrams.
Next, we discuss the apparent density differences between diagrams, which affect their relative visual interpretability.
Unexpectedly, however, the theoretical efforts spent on understanding the relations between diagrams and probabilities, two seemingly unrelated mathematical objects, sparked a revolution in another area of inquiry: Causality.
Finally, we again point out that we must always consider the apparent differences between diagrams when deciding which source-type diagram is most appropriate to use.
While it is often possible to afford diagrams the same logical status as formulae (as argued above), there are still important differences (which can have ramifications for correctness of the system) between diagrams and traditional linear proof calculi.
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CEO of Professional Science Editing for Scientists @ prosciediting.com