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of proceeding rapidly vs non proper

These two phrases are not directly comparable as they convey different meanings. "Of proceeding rapidly" indicates the act of moving quickly, while "non proper" seems to be a fragment that lacks context. It would be more appropriate to compare "of proceeding rapidly" with a similar phrase, such as "moving quickly" or "proceeding rapidly."

Last updated: March 17, 2024

of proceeding rapidly

This phrase is correct and can be used in English, although it may not be commonly used in everyday language.

This phrase is used to describe the action of moving quickly or advancing rapidly in a particular situation.
  • Feb 21, 2012 ... The wisdom of proceeding rapidly with this technology globally will depend on several considerations: first, the local opportunity costs of water; ...
  • Jun 29, 2012 ... Results of this study indicate that thiol–ene click reactions are capable of proceeding rapidly at low initiator concentrations with little to no ...
  • Mar 18, 2012 ... ... the Conscience of the Machine, says the following about our likelihood of proceeding rapidly down the path of merging man with machines:.
  • ·intention of proceeding rapidly to a settlement. You are also aware of certain military actions which will have been initiated prior to General Haig's arrival. ..Aa-.

Alternatives:

  • moving quickly
  • proceeding rapidly

non proper

This phrase is not a standard or commonly used construction in English. It seems to be incomplete or lacking context.

N/A
  • Apr 3, 2013 ... There are many examples of sentence-initial common nouns (the standard term, not 'non-proper noun'). Counterexamples are common, just ...
  • What common (non-proper) nouns derive from the names of individual people? Frequently asked in. For instance, the guillotine derives from Joseph-Ignace ...
  • Non-proper intersection of surfaces .... Bezout's theorem for non-proper intersections? 2 · Negative self intersection and section of the conormal sheaf for a ...
  • Title: Lifting non-proper tropical intersections. Authors: Brian Osserman, Joseph Rabinoff. (Submitted on 26 Sep 2011). Abstract: We prove that if X, X' are closed  ...

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