Monday, January 30, 2017

SEMITICITY OF RAMNUNY



As a semitic language ramnuny has a function of derivating new words by preserving three root letters and adding vowels or consanants inwards, also at the begining and end.
Example: G.D.L = three root letters which has to do with growing ,
Derivation: Gaddal = giant.
All these models of derivating new words are called patterns, but in ramnuny, they are not only stereotypical models instead they can be divided in parts which include meaning. As we use vowels to derivate words, a vowel is the smallest unit of meaning. Three regular letters in ramnuny are: A /æ, I /i, U /ɵ and doubling of a root letter as a movement, which are corresponding to relativity types:
A is used as a blank, its meaning is similar to the meaning of english verb “to be”, infinitive
I’s type of relativity is similar to relation of “Clock – Time”  and can be represented by the english word “about”.
U’s type of relativity is similar to relation of “Hour – Time” and can be represented by the english word “for”.
CC (letter doubling)’s type of relativity is similar to relation of “Snapshot – Time”, can be represented by english word “intensive”  
Lets explain a pattern with representive english words of these vowels: Gadl = Growth, Gidl = about growth ( one has I type of relation with Growth) or maybe the Big, Gudl = for growth (one has U type of relation with growth) or maybe meter, Gaddal = intensive growth = giant
So how can we use this clarification with words which include many vowels, for example: gudil = for (one) about growth = the basic unit for owning growth’s ingredients.
You see meanings get deeper when we derivate the root more.
And other unit of meaning is the effect of nasalisation. Lets represent it by the english letter hatting (^â). This units type of relativity gives the meaning to pair paradigms, just like you change the denominated when you change the denominator to equalise denominators in math. or transposition of one in forms of pa3l pi3l pu3l to being subject/object, as similar as commutation in math.
Example:
Gâdl = commonising denominators with growth
Gadlû Gaml = growth pairs paradigm for beauty 
Gadlî Gaml = growth pairs paradigm about (which means) beauty.