Are will and 绛 surnames, and do I want to have a surname with my mother

Will not have heard. But Jiang has this surname.

It's hard to find, but if there's a history museum, where can you go and ask, there may be some historical materials there.

Make an array of surnames, e.g. arr[100] = ;

Then the names are compared: such as Li San, Qian Si.

Then in arr[100], the small mark is 3, and the same is true to find money, the small mark is 1, 1 < 3

Qian Si pats the front, or Qian Si < Li San.

Yes, the law only stipulates that children can take their father's or mother's surname, and does not say that it is forbidden to use their surname. However, I personally think that it is better to use a surname, because the surname has a history of 5000 years in China, and China has long followed the male surname, and from a genetic point of view, only males have the Y chromosome, so the Y chromosome is inherited to the male offspring together with the surname, so that people with the same surname also have the same type of Y chromosome and the genes it carries. Many genetic diseases are transmitted only among people with the same surname, which is a great help in studying human genetics.

At the same time, the surname is also an important symbol of cultural inheritance, and there is no country in the world where the surname is inherited as complete and connotative as China.

I provide ideas directly according to the requirements of innovation:

Program idea: (some data definitions omitted).

Open the 100 surnames in the form of a file, and establish a string array s[100] to store the 100 surnames, for(i=99; i>=0;i--)

s[i]=t;(t is to use the file pointer to get the string array of each surname, and the method of getting is to add the data by finding the delimited symbol, omitted here).

In this way, the order of the 100 surnames and the corresponding numbers are sorted out, and the value of i in s[i], which represents the integer of the surname, is convenient to sort by size.

The input module, which stores the individual names entered in an array of strings, is omitted here.

The output module uses the output function to output the names of each input and the sorted array of string names, which are omitted here.

The key is the sequencing module.

Suppose the input name string array is j[i], first take its first word and compare it with s[i], if the i value is recorded equally, and store it in another string array with the same surname, add a delimited symbol to store. In this way, the name of the person with the same surname is placed in a certain string, and the order can be separated by comparing the value of i, and then the name of the person with the same surname is compared to the order of the same surname, which only needs to directly compare the string of the name in s[i] and arrange it according to the size of the string.

I don't know if you know it.!

This problem is actually very simple, and it can be solved very easily by enuming the type enum.

You are an adult, you have the right to choose whether to change your surname or not, but you need to be mentally prepared, because the documents related to you have to be replaced, which will cause a little trouble, looking back, in fact, it is not much different from your father's or mother's surname, unless your mother has the pressure to pass on the lineage, if you still have questions or need help, please send me a letter to discuss!

Will [will, pronounced as jiāng, not pronounced as jiàng.

The first origin: from the surname Ying, from the fief of the descendants of the Qin Gong clan in the Spring and Autumn Period, belonging to the name of the country. Second source:

Originated from the surname Ji, from the Spring and Autumn Period Wei Ling Gong descendant Ming or Zisun Ji Mimu, belongs to the name of the ancestor. The third origin: Tuan Han originated from the surname Ji, from the Spring and Autumn Period, the son of Zheng Mugong, the monarch of Zheng State, Yanziyou, and belonged to the name of the ancestor.

For details, see Encyclopedia.

There are Zhu, Dan, Red, Red, Orange, Yellow, Green, Cyan, Blue, Purple, White, Black, Black, Gray, Brown, Color, etc., among which "black" is pronounced in the surname "è".