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http://dbpedia.org/ontology/abstract Das Hamming-Gewicht einer Zeichenkette istDas Hamming-Gewicht einer Zeichenkette ist definiert als die Anzahl der vom Nullzeichen des verwendeten Alphabets verschiedenen Zeichen. Es ist äquivalent mit dem Hamming-Abstand zum Nullvektor (einer gleich langen Zeichenkette, die nur aus Nullzeichen besteht). Für den klassischen Fall einer binären Zeichenfolge ist dies die Anzahl der gesetzten Bits dieser Zeichenfolge und wird auch population count oder popcount genannt und kann als die Ziffernsumme der binären Darstellung einer gegebenen Zahl bzw. als die ℓ₁-Norm eines Bitvektors verstanden werden.₁-Norm eines Bitvektors verstanden werden. , Hammingova váha, pojmenovaná po Richardu HHammingova váha, pojmenovaná po Richardu Hammingovi, je pojem používaný zejména v teorii kódování, kryptografii a teorii informace a obecněji v jejich aplikacích v rámci informatiky. Je definována pro řetězce nad danou abecedou s nulou jako počet nenulových znaků řetězce. Nejčastěji se používá pro čísla zapsaná ve dvojkové soustavě a pak odpovídá počtu nenulových bitů, tedy cifernému součtu. Hammingova váha úzce souvisí s Hammingovou vzdáleností, lze ji totiž definovat jako Hammingovu vzdálenost od řetězce tvořeného nulami. Naopak, například v případě bitových řetězců je možné Hammingovu vzdálenost dvou daných řetězců definovat jako Hammingovu váhu jejich exkluzivní disjunkce.mmingovu váhu jejich exkluzivní disjunkce. , 汉明权重是一串符号中非零符号的个数。因此它等同于同样长度的全零符号串的汉明距离。在最为常见的数据位符号串中,它是1的个数。 , The Hamming weight of a string is the numbThe Hamming weight of a string is the number of symbols that are different from the zero-symbol of the alphabet used. It is thus equivalent to the Hamming distance from the all-zero string of the same length. For the most typical case, a string of bits, this is the number of 1's in the string, or the digit sum of the binary representation of a given number and the ℓ₁ norm of a bit vector. In this binary case, it is also called the population count, popcount, sideways sum, or bit summation. popcount, sideways sum, or bit summation. , ハミング重み(ハミングおもみ、英: Hamming weight)とは、シンボル列中の 0 以外のシンボルの個数である。典型的には、ビット列中の1の個数として使われる。 , El peso de Hamming de una cadena de caractEl peso de Hamming de una cadena de caracteres es el número de símbolos que son diferentes del símbolo cero del alfabeto utilizado. Por lo tanto, es equivalente a la distancia de Hamming de la cadena de ceros de la misma longitud. Para el caso más típico, una cadena de bits, este es el número de unos en la cadena, o la de la representación binaria de un número dado y la norma ℓ₁ de un vector de bits. En el caso binario, también se denomina recuento de población,​ suma lateral,​ o suma de bits.​oblación,​ suma lateral,​ o suma de bits.​
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rdfs:comment El peso de Hamming de una cadena de caractEl peso de Hamming de una cadena de caracteres es el número de símbolos que son diferentes del símbolo cero del alfabeto utilizado. Por lo tanto, es equivalente a la distancia de Hamming de la cadena de ceros de la misma longitud. Para el caso más típico, una cadena de bits, este es el número de unos en la cadena, o la de la representación binaria de un número dado y la norma ℓ₁ de un vector de bits. En el caso binario, también se denomina recuento de población,​ suma lateral,​ o suma de bits.​oblación,​ suma lateral,​ o suma de bits.​ , 汉明权重是一串符号中非零符号的个数。因此它等同于同样长度的全零符号串的汉明距离。在最为常见的数据位符号串中,它是1的个数。 , ハミング重み(ハミングおもみ、英: Hamming weight)とは、シンボル列中の 0 以外のシンボルの個数である。典型的には、ビット列中の1の個数として使われる。 , Das Hamming-Gewicht einer Zeichenkette istDas Hamming-Gewicht einer Zeichenkette ist definiert als die Anzahl der vom Nullzeichen des verwendeten Alphabets verschiedenen Zeichen. Es ist äquivalent mit dem Hamming-Abstand zum Nullvektor (einer gleich langen Zeichenkette, die nur aus Nullzeichen besteht). Für den klassischen Fall einer binären Zeichenfolge ist dies die Anzahl der gesetzten Bits dieser Zeichenfolge und wird auch population count oder popcount genannt und kann als die Ziffernsumme der binären Darstellung einer gegebenen Zahl bzw. als die ℓ₁-Norm eines Bitvektors verstanden werden.₁-Norm eines Bitvektors verstanden werden. , The Hamming weight of a string is the numbThe Hamming weight of a string is the number of symbols that are different from the zero-symbol of the alphabet used. It is thus equivalent to the Hamming distance from the all-zero string of the same length. For the most typical case, a string of bits, this is the number of 1's in the string, or the digit sum of the binary representation of a given number and the ℓ₁ norm of a bit vector. In this binary case, it is also called the population count, popcount, sideways sum, or bit summation. popcount, sideways sum, or bit summation. , Hammingova váha, pojmenovaná po Richardu HHammingova váha, pojmenovaná po Richardu Hammingovi, je pojem používaný zejména v teorii kódování, kryptografii a teorii informace a obecněji v jejich aplikacích v rámci informatiky. Je definována pro řetězce nad danou abecedou s nulou jako počet nenulových znaků řetězce. Nejčastěji se používá pro čísla zapsaná ve dvojkové soustavě a pak odpovídá počtu nenulových bitů, tedy cifernému součtu.tu nenulových bitů, tedy cifernému součtu.
rdfs:label Peso de Hamming , Hamming weight , Hammingova váha , 汉明权重 , ハミング重み , Hamming-Gewicht
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