4.
Geometrical puzzle.
5.
Linguistic puzzle.
6.
Puzzle of human language.
Answers of puzzles:
4. Psalm 84.12 New International Version.
5. Psalm 33.6 English Standard Version.
6. Psalm 29.11 New International Version.
Texts of the Bible can be found:
www.bibles.net.
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Rules of geometrical linguistics.
Puzzles of human language.
Letters of the alphabet develop in a
sequence of words according to rules (laws) of language, but sequences
of letters and words submit not only to rules of language but also to
geometrical rules in geometrical space. Namely if identical letters are
located alongside in a sequence of words then each letter is in an own
point of geometrical space, and it is possible if there are three sides
of a linguistic triangle and there is a triple quantity of letters of
the alphabet on three sides of a triangle.
If identical letters are located consistently one after another then
are not united in one letter. Each letter is in a separate point of
geometrical space.
For example, the word
collocation "free eel" contains four in succession letters E which form
the closed contour of lines as it is possible to see on the chart:
Therefore the triple quantity of letters of the alphabet is necessary
and three sides of a linguistic triangle are necessary in a context of
geometrical linguistics, as if the geometrical space has less than three
points for each letter then sequences of identical letters can not be
expressed. For expression of possessive case it is possible to use points in tops
of a linguistic triangle as it is shown in the following chart:
Punctuation marks
are absent in a context of geometrical linguistics, and points in tops of a linguistic triangle can be used only for
expression of possessive case. According to three sides of a
linguistic triangle in a context of geometrical linguistics there are
features which allow to consider sequences of letters in codes as logic puzzles.
For example, if some lines incorporate in one point of the code namely
if any letter of the code multiply repeats then some possible
continuations of the ciphered phrase are supposed in such point, and
search of the following letter in a sequence of words is required, that
is specific feature of logic puzzles.
Remarkable feature of
geometrical linguistics consists that some letters are involved in the sentence many times.
Sequences of letters it is possible to consider as the ciphered puzzles
due to this feature.
Repeated letters are the main specificity of geometrical codes as demand
search of correct continuation.
And also feature of geometrical codes are the closed sequences of words.
For example, the phrase "and following and following" forms the closed
sequence of lines in which words indefinitely repeat, apparently on the
chart:
Repeated recurrences of letters and the closed sequences of words are
essential feature of geometrical linguistics, and these feature are more
diverse rather than in the shown examples. Actually sequences of letters
and words in a context of geometrical linguistics can be rather
intricate depending on quantity of repeated letters in the ciphered
words.
Unfortunately the insufficient knowledge of the English language does
not allow me to describe every possible linguistic rules which can be
seen in a context of geometrical linguistics. I think that the
attentive owner of the English language can see various rules better me.
And also can see rules about which I have not told.
The following page also results geometrical codes and puzzles, and
describes various concepts of geometrical linguistics. |
