在文本上使用凯撒密码来移动字符。入门调用 strings.Map 方法。简单
凯撒密码(英语:Caesar cipher),实现或称凯撒加密、凯撒凯撒变换、密码变换加密,入门是简单一种最简单且最广为人知的加密技术。
凯撒密码是实现一种替换加密技术,明文中的凯撒所有字母都在字母表上向后(或向前)按照一个固定数目进行偏移后被替换成密文。例如,密码当偏移量是入门 3 的时候,所有的简单字母 A 将被替换成 D;B 变成E,以此类推。实现这个加密方法是企商汇凯撒以罗马共和时期凯撒的名字命名的,据称当年凯撒曾用此方法与其将军们进行联系。密码
明文字母表:ABCDEFGHIJKLMNOPQRSTUVWXYZ密文字母表:DEFGHIJKLMNOPQRSTUVWXYZABC

凯撒密码一般以密码形式交付。比如这串代码“exxegoexsrgi”是密码。
通过移动字母,我们可以对消息进行编码。这阻止了随意的窥探。在 Go 中,我们可以使用 strings.Map 方法来实现这一点。
2.1 导入包 复制import ( "fmt" "strings" //Include string operation related methods
)1.2.3.4. 2.2 编写 caesar 方法然后让我们来编写 caesarEn() 凯撒密码加密方法。这会接收一个字符串并返回一个修改过的字符串。免费信息发布网
它会移动字符,然后将字符移动到有效范围。
复制//凯撒密码加密
func caesarEn(strRaw string, step byte) string { //1. 将文本转为小写
str_raw := strings.ToLower(strRaw) //2. 定义步长
step_move :=step
//3. 将字符串转换为明文字符切片
str_slice_src := []byte(str_raw) fmt.Println("Clear text character slice:", str_slice_src) //4. 创建一个密文字符切片
str_slice_dst :=str_slice_src
//5.循环处理文本切片
for i := 0; i < len(str_slice_src); i++ { //6.如果当前周期的明文特征在位移范围内,请直接添加位移步骤以保存密文字符切片
if str_slice_src[i] < 123-step_move { str_slice_dst[i] = str_slice_src[i] +step_move
} else { //7. 如果明文字符超出范围,则加上位移后的步长减去 26 str_slice_dst[i] = str_slice_src[i] + step_move - 26 } } //8. 输出结果
fmt.Println("The encryption result is:", step_move, str_slice_dst, string(str_slice_dst)) return string(str_slice_dst)}1.2.3.4.5.6.7.8.9.10.11.12.13.14.15.16.17.18.19.20.21.22.23.24.25.26.思想:
设置密文和位移步骤准备密文字符切片和明文字符切片每个密文的字符根据位移步长旋转,并存储在明文切片中返回明文
Go 凯撒解密代码:
复制//2. 凯撒密码解密
func caesarDe(strCipher string, step byte) string { //1. 将文本转为小写
str_cipher := strings.ToLower(strCipher) //2. 替代步长
step_move :=step
//3. 将字符串转换为明文字符切片
str_slice_src := []byte(str_cipher) fmt.Println("Ciphertext character slice:", str_slice_src) //4. 创建一个密文字符切片
str_slice_dst :=str_slice_src
//5. 循环处理字符文本切片
for i := 0; i < len(str_slice_src); i++ { //6. 如果当前周期的明文特征在位移范围内,请直接添加位移步骤以保存密文字符切片
if str_slice_src[i] >= 97+step_move { str_slice_dst[i] = str_slice_src[i] -step_move
} else { //7. 如果明文字符超出范围,则加上 26减去位移后的步长
str_slice_dst[i] = str_slice_src[i] + 26 -step_move
} } //8. Output results
fmt.Println("The decryption result is:", step_move, str_slice_dst, string(str_slice_dst)) return string(str_slice_dst)}1.2.3.4.5.6.7.8.9.10.11.12.13.14.15.16.17.18.19.20.21.22.23.24.25.26.复制
package main
import ( "errors" "fmt" "reflect" "regexp")var TBL = []rune("abcdefghijklmnopqrstuvwxyz")var CLUES = []string{"this", "the", "that"}var ( ErrLength = errors.New("invalid length") ErrChar = errors.New("invalid char") ErrNoClue = errors.New("no clue word") ErrShift = errors.New("invalid shift value"))func Encrypt(in string, sh int) (enc string, err error) { err = assert(in) if sh < 0 { err =ErrShift
} if err != nil {return
} enc = shift(in, sh)return
}func Decrypt(in string) (dec string, sh int, err error) { err = assert(in) if err != nil {return
} var hit bool = false subin := subStr(in) for i := 0; i < len(CLUES); i++ { subclue := subStr(CLUES[i]) for j := 0; j < len(subin)-len(subclue)+1; j++ { if reflect.DeepEqual(subin[j:j+1], subclue[0:len(subclue)-1]) { sh = subtract([]rune(in)[j], []rune(CLUES[i])[0]) hit = truebreak
} } } if !hit { err =ErrNoClue
return
} dec = shift(in, -sh)return
}func assert(in string) (err error) { if regexp.MustCompile(`[^a-z\. \r\n]`).MatchString(in) { err =ErrChar
} else if len(in) > 80 { err =ErrLength
}return
}func shift(in string, sh int) (out string) { for _, v := range in { if v == . || v == || v == \r || v == \n { out += string(v)continue
} i := indexOf(TBL, v) len := len(TBL) var ii int = (i + sh) %len
if ii < 0 { ii +=len
} if ii > len { ii -=len
} out += string(TBL[ii]) }return
}func subtract(left rune, right rune) (out int) { l := indexOf(TBL, left) r := indexOf(TBL, right) out = l -r
if out < 0 { out += len(TBL) }return
}func subStr(in string) []int { subin := make([]int, 0, 79) for i := range in { if i > len(in)-2 {break
} subin = append(subin, subtract([]rune(in)[i], []rune(in)[i+1])) } //return
return subin
}func indexOf(target []rune, searchChar rune) int { for i, v := range target { if v == searchChar {return i
} } return -1}func main() { in := "xlmw mw xli tmgxyvi xlex m xsso mr xli xvmt." fmt.Printf("in : %s\n", in) out, sh, err := Decrypt(in) fmt.Printf("out: %s\n", out) fmt.Printf("sh : %d\n", sh) fmt.Printf("err: %v\n", err)}1.2.3.4.5.6.7.8.9.10.11.12.13.14.15.16.17.18.19.20.21.22.23.24.25.26.27.28.29.30.31.32.33.34.35.36.37.38.39.40.41.42.43.44.45.46.47.48.49.50.51.52.53.54.55.56.57.58.59.60.61.62.63.64.65.66.67.68.69.70.71.72.73.74.75.76.77.78.79.80.81.82.83.84.85.86.87.88.89.90.91.92.93.94.95.96.97.98.99.100.101.102.103.104.105.106.107.108.109.110.111.112.113.114.115.116.117.118.119.120.121.122.123.124.125.126.127.128.129.130.131.132.133.134.135.136.137.138.139.140.141.142.143.144.145.146.147.148.149.150.151.152.153.154. 5.测试复制package main
import ( "fmt" "strings")func caesar(r rune, shift int) rune { // Shift character byspecified number of places.
// ... If beyond range, shift backward orforward.
s := int(r) +shift
if s > z { return rune(s - 26) } else if s < a { return rune(s + 26) } return rune(s)}func main() { value := "test" fmt.Println(value) // Test the caesar method in a func argument to strings.Map.
value2 := strings.Map(func(r rune) rune { return caesar(r, 18) }, value) value3 := strings.Map(func(r rune) rune { return caesar(r, -18) }, value2) fmt.Println(value2, value3) value4 := strings.Map(func(r rune) rune { return caesar(r, 1) }, value) value5 := strings.Map(func(r rune) rune { return caesar(r, -1) }, value4) fmt.Println(value4, value5) value = "exxegoexsrgi" result := strings.Map(func(r rune) rune { return caesar(r, -4) }, value) fmt.Println(value, result)}1.2.3.4.5.6.7.8.9.10.11.12.13.14.15.16.17.18.19.20.21.22.23.24.25.26.27.28.29.30.31.32.33.34.35.36.37.38.39.40.41.42.43.44.45.46.运行该程序:
复制test
lwkl test
uftu test
exxegoexsrgi attackatonce1.2.3.4.本文简单介绍了一个有意思的密码学中的凯撒密码,该算法是一种替换加密技术,并在 Go 代码中实现了该算法的加密和解密过程。
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