source alphabet造句

This implies that the efficiency of a source alphabet with symbols can be defined simply as being equal to its-ary entropy.
Note : the in "-ary entropy " is the number of different symbols of the " ideal alphabet " used as a standard yardstick to measure source alphabets.
Also note that " optimal probability distribution " here means a uniform distribution : a source alphabet with symbols has the highest possible entropy ( for an alphabet with symbols ) when the probability distribution of the alphabet is uniform.
Thus, the entropy of the source alphabet, with its given empiric probability distribution, is a number equal to the number ( possibly fractional ) of symbols of the " ideal alphabet ", with an optimal probability distribution, necessary to encode for each symbol of the source alphabet.
Thus, the entropy of the source alphabet, with its given empiric probability distribution, is a number equal to the number ( possibly fractional ) of symbols of the " ideal alphabet ", with an optimal probability distribution, necessary to encode for each symbol of the source alphabet.
It's difficult to find source alphabet in a sentence. 用source alphabet造句挺难的

When the source language uses a fairly phonetic spelling system, a Cyrillization scheme may often be adopted that almost amounts to a transliteration, i . e . using a mapping scheme that simply maps each letter of the source alphabet to some letter of the destination alphabet, sometimes augmented by position-based rules.
The idea is that learners of the source alphabet recite the sounds by combining the consonant with an unmarked vowel, e . g . / kY /, / k?Y /, / gY / . . ., and in the process of borrowing into another language, these syllables are taken to be the sound values of the symbols.