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We are definitely aware that our Linux Sapiens is still perplexed about what has been anticipated and continues to wonder
We are definitely aware that our Linux Sapiens is still perplexed about what has been anticipated and continues to wonder
{{q4|.... but could the logic of Classical Language help us to solve poor Mary Poppins' dilemma?|a bit of patience}}
{{q4|.... but could the logic of Classical Language help us to solve poor Mary Poppins' dilemma?|a bit of patience}}
{{Rossoinizio}}We cannot provide a conventional answer because science does not progress with assertions that are not justified by scientifically valid, sensible questions and reflections and it is precisely for this reason that we will try to give voice to some thoughts, perplexities and doubts expressed on some basic topics brought into discussion in some scientific articles.
{{Rossoinizio}}We cannot provide a conventional answer because science does not progress with assertions that are not justified by scientifically valid, sensible questions and reflections and it is precisely for this reason that we will try to give voice to some thoughts, perplexities and doubts expressed on some basic topics brought into discussion in some scientific articles.{{Rossofine}}
One of these fundamental topics is 'Craniofacial Biology'.
One of these fundamental topics is 'Craniofacial Biology'.
In this review, arguments could not be missing on genetic, epigenetic and environmental influences during morphogenesis that lead to variations in the number, size and shape of the tooth<ref>{{Cite book
In this review, arguments could not be missing on genetic, epigenetic and environmental influences during morphogenesis that lead to variations in the number, size and shape of the tooth<ref>{{Cite book
| autore = Brook AH
| autore2 = Jernvall J
| autore3 = Smith RN
| autore4 = Hughes TE
| autore5 = Townsend GC
| titolo = The Dentition: The Outcomes of Morphogenesis Leading to Variations of Tooth Number, Size and Shape
| url = https://onlinelibrary.wiley.com/doi/epdf/10.1111/adj.12160
| volume =
| volume =
| opera = Aust Dent J
| opera = Aust Dent J
Furthermore, in classical logic there is a principle called the <u>excluded third</u> which declares that a sentence that cannot be false must be taken as true since there is no third possibility.
Furthermore, in classical logic there is a principle called the <u>excluded third</u> which declares that a sentence that cannot be false must be taken as true since there is no third possibility.
Suppose we need to prove that the proposition <math>p</math> is true. The procedure consists in showing that the assumption that <math>p</math> is false leads to a logical contradiction. Thus the proposition <math>p</math> cannot be false, and therefore, according to the law of the excluded third, it must be true. This method of demonstration is called 'demonstration by absurdity'<nowiki/>''<ref>{{Cite book
Suppose we need to prove that the proposition <math>p</math> is true. The procedure consists in showing that the assumption that <math>p</math> is false leads to a logical contradiction. Thus the proposition <math>p</math> cannot be false, and therefore, according to the law of the excluded third, it must be true. This method of demonstration is called ''demonstration by absurdity''<ref>{{Cite book
| autore = Pereira LM
| autore = Pereira LM
| autore2 = Pinto AM
| autore2 = Pinto AM