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For technical reasons we won't go into here, some propositions cannot have any well-defined probability, at least not on the standard approach to probability.
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Based on similarities between bacterial respiration and electrodic processes, we here present some propositions about microbial activities in electrochemical systems, which justify why microorganisms could interact with polarized surfaces and how these interactions could potentially be utilized for bioengineering as well as life science issues.
In the process of proving that CoPG is convex, here are some propositions stated and proved.
Here we state some propositions regarding (A_{p}) weights, which will be helpful in obtaining weighted estimates for Hausdorff operator and their commutators.
But there are no dictates here — rather propositions that are the opposite of controlling: a meandering silhouette, hems puddling over the feet, a woman in bloom.
The simplest kind to be considered here are propositions in which a certain object or individual (in a wide sense) is said to possess a certain property or characteristic; e.g., "Socrates is wise" and "The number 7 is prime".
We quote here useful propositions from [3].
"Understandable content" here means propositions expressed by language which the hearer "grasps" or understands the meaning of, and which seem to her to be consistent.
I'm not talking of heavy-handed comments here, of propositions, of obvious sexual suggestions.
Here too, all propositions are divided into three jointly exhaustive and mutually exclusive classes: every proposition is obligatory, optional, or impermissible, but no proposition falls into more than one of these three categories.
Most of these theoretical results, which are presented here as lemmas, propositions and theorems, are either original or an extension of existing results to a more general formulation using polyhedral meshes.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com