Sentence examples for some propositions about from inspiring English sources
The phrase "some propositions about" is correct and usable in written English.
It can be used when discussing ideas, statements, or assertions related to a specific topic or subject matter. Example: "In this paper, I will present some propositions about the impact of climate change on biodiversity."
Based on the simulation and the case study, we propose some propositions about the factors and principles influencing the evolutionary complexity of CASNs.
In the spirit of this we may say that some propositions about the past are really (at any rate in part) about the future.
Russell (especially 1905a; see also 1905b and 1907) chiefly objects to Meinong's theory as inconsistent because of the following: (1) Some propositions about impossible objects (e.g., "The round square is round and not round") are contradictory.
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.
Geach's review sent Prior back to the ancient sources, and he found Aristotle describing some propositions about the future propositions concerning events that are not determined at the time of utterance as being neither true nor false when they are uttered, on the ground that there is, at that time, as yet no definite fact with which they accord or conflict.
To do so, choose some proposition about a future act that you think you will do freely, if any act is free.
For example, \(O^*\) might be some proposition about the occurrences of experiences that seem to be experiences of a loving deity.
Thus Russell has set himself a rather difficult problem, since it is not at all clear that there can be any true propositions that are not, in some sense, propositions about what is, has been or will be.
Given that plate is presently round what makes it the case that Plate is round is not just that Plate is round according to some set of propositions about the present.
Then (z=P_{C}x) if and only if there holds the inequality Vert x-y Vert ^{2}geq Vert x-z Vert ^{2}+ Vert y-z Vert ^{2}, quadforall yin C. We introduce some definitions and propositions about set-valued mappings.
In other words, some propositions of the EI-type (propositions about the "external" world) can be used to neutralize the grounds for ordinary incredulity.
