Java中 == 和 equals()详解
java中的数据类型分为两种:
一 、基本数据类型:
byte、short、int、long、float、double、char、boolean
比较它们需要用 == ,比较的是它们的值是否相等
二、引用数据类型:
也就是对基本数据类型的封装,用 == 比较的是它们的内存地址(其实还是比较的基本数据类型,它们的内存地址不就是int吗)。当new的时候,会给它一个新的内存地址,所以再通过==比较,就会返回false;在Object类中的equals方法其实比较的也是内存地址,用==和equals方法比较结果是一样的,但在一些类中把equals方法重写了,如String、Integer等类中,而不是单纯的比较内存地址了。
这个equals方法不是固定的,有需要的时候,我们根据情况自己重写。
下面用简单的代码来测试一下吧,里面的注释要注意看哦!其中的java源码在文章末尾有截图
public class Text{
public static void main(String[] args){
String str = "abcd";
String str1 = "abcd1";
int i = 1;
String str2 = new String("abcd"); //比较的是内存地址,内存地址是什么?一个16进制的整形值
//java对象内存地址经过哈希算法得出一个int类型数字
System.out.println( "abcd1" == str1 ); //用的是String的equals方法,对字符串进行挨个比较
System.out.println( str.equals("abcd") ); //在javac的时候,虚拟机把字符串自动组合了???
System.out.println( str.equals('a'+"bcd") ); //比较的是内存的地址,str2创建的时候,用了一个关键字new,明确告诉虚拟机,我要一个新的,所以字符串"abcd"被当做一个新的创建,并且有一个新的内存地址
if (str == str2) {
System.out.println( "str == str2" );
}else{
System.out.println( "str != str2" ); //调用的String里面的hashCode方法(文章末尾有java源码),所以相等.那String中的hashCode方法算的是什么呢?难道是ASCII?
////确实是ASCII码, 作者自己算过,
//
//有些地方我们需要重写hashCode方法,什么地方?
//最常见的是当一个对象被加入收集对象(collection object)时,这两个函数必须自己设计。更细化的定义是:如果你想将一个对象A放入另一个收集对象B里,
//或者使用这个对象A为查找一个元对象在收集对 象B里位置的钥匙,并支持是否容纳,删除收集对象B里的元对象这样的操作,那么,equals()和hashCode()函数必须开发者自己定义。
//其他情况下,这两个函数是不需要定义的。
System.out.println( str.hashCode() );
System.out.println( str2.hashCode() ); } //调用String的equals java.lang.String中964行equals方法
//字符串底层是字符数组,所以String中的equals方法用两个char数组,对立面的字符一个一个的比较
//
//对象内容的比较才是设计equals()的真正目的,Java语言对equals()的要求如下,这些要求是必须遵循的。否则,你就不该浪费时间:
//对称性:如果x.equals(y)返回是“true”,那么y.equals(x)也应该返回是“true”。
//反射性:x.equals(x)必须返回是“true”。
//类推性:如果x.equals(y)返回是“true”,而且y.equals(z)返回是“true”,那么z.equals(x)也应该返回是“true”。
//还有一致性:如果x.equals(y)返回是“true”,只要x和y内容一直不变,不管你重复x.equals(y)多少次,返回都是“true”。
//任何情况下,x.equals(null),永远返回是“false”;x.equals(和x不同类型的对象)永远返回是“false”。
//
//有些情况下,我们需要自己重写equals()方法,根据情况而定
if (str.equals(str2)) {
System.out.println( "str equals str2" );
}else{
System.out.println( "str is not equals str2" );
} }
}
运行结果:
aaarticlea/png;base64,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" alt="" />
总结:
== : 比较的是基本数据类型,比较的是它们的值
equals(): 比较的是引用数据类型,比较的是引用数据类型,不同类型有不同的equals方法,根据不同的数据类型调用不同的equals方法。也可以在特殊情况下重写equals方法。
Object中的equals():
aaarticlea/png;base64,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" alt="" />
String中的equals():
aaarticlea/png;base64,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" alt="" />
String中的hashCode():
aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAdsAAAD5CAYAAABvaZ+9AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAACRfSURBVHhe7Z29rt021obPjcwtpBxgd+6/3qkHMPYduEvhygjgYhcpUiXp3AVBYGDXdnHgwsC0wfg0gYFgisDVXAA//VGiKEpalEiKkp4AB+M5hyIXHy7p1VqkyAfFfwcl8H3RL37GGRx02OkWBCCQJYGHLK3CqAAEENrpl40AiKkCAhCAgJAAYisEtb9iiC1iuz+vxWIIHJUAYnvUkSWFPJNGdwz8/aoervfBH+7XB3W5PR3WU+gYBCAQnwBiG5/xRi18r0qReLj+K8ncbcq2XBGrf/vWsJRC+3BRTk19uqnLw4Ny6PCisX26XYq2irEZa29RrVwEAQjkTCBTsf1L/fzLt+qbNy/Vz1/H8f358WVRpizX/Pzym/pzrPjnH+pyU2VCjVSQtj6p70p7331aaFWuYvtS3S6l0HQ/1/v6lPc6sb2ra2HPZPRaifFVDeNez+GZEnXPqigOAQjsh8BpxLYV5gRiG6QtLdiHEtt/VaJmR9v36z8LEVsnuGvEtrr2clPTieKn+iVhZXhbRbWzbe3nAYKlEICAjMCuxbbt4tff1PNUUauM6/pSBxTbWtT+rxC1dcIaNo1cR7UiDQ0Q3SK2628NaoDAHgkEFlud/v1BvddiUaV4zXSwK0XcpEzfFNdVFI0ynxshHdRj4J4QW3mqWdvQpaWff/zLa0zn25rnM6jDTJN7RbldGvnp9o8ubesSu/s/e2ldlyD26qhSwP1oVEeW423VUe3l9rJgOi22g7YkNjsiZmX3qzd/3Qytl4B6CPOI5yC2XrcUhSFwGAKRxNaYR23FwiGk7XzsmNhO1RNQbLVYm8JW/Due2Dr61aS3g4ttT4Qcgvf0f+rSEyFHqrcSrelUbyW2U22V7VQR5LTQ1vWYbTVzvIbg1mLsFnst5MMyTT1tX2v/8RO/OpW8ZmVy/VKyeub3MA8gOgKBsxCIJ7ZtFKajuW/Vd5+tqFUitqP1yMRWkmp+/64RP6/IccJFRiPtjkW3UMt+0WjqjZRGlsxtDso0EeKUULrq7f1OIrZjZarf/6NYKVwKdf0yYNvSb78W1kEU3XtpSCu2+mUEnT3Lo5V+QqBPIJLY9lcR62itjhQ908jGauR+PaHEVrby2ctxZsXW5LO12A5XB/cj1CYSbYRQryK2hSyc2GpRNSNgQ2BHBLnffhOdGyueu9XPOiJOK7ZNa0EWWXn5IoUhAIEsCCQQ224udCyybSNL15ztIPrVEXJosV3zmY01lrsR22GKtkzDzka/jeCZgjsrtsrdVm/+Nlhk645++3PFzZgxZ5vFgwgjIHB0ApHEdnxOsotsJfO6U/Uo1Ym0Xc6eH3a1ZUSXvcVcRlmvtLKRIrbmfrsFYpKo3kojB1ggZYqMK93a+xRHLyqa3AxjmKadF9siUh2p2/z0Z3TO1rCnv6rZiMyNMq55XafYFh8dsRr56I85+geB7QmkEduBaPVX/j7/+KnZxGJGJK16goltOQ6uRVJbim1h0qB/Xva4I9SBKFrp4XIl8r1cgDQQrv5GFN5p5HYF8jDF65x/NVPAA+Hv11HaUomrVW64gtr8xre7+fjOdvsHERZA4OgEIont9M5PR4eaR//Cf8s698nOvv5ujlK6HaT8Vj/n4UlYAQEIrCeA2K5nmGkNiK3XqT/V3O3I5hYh90Zmu8ZM7xfMgkBcAohtXL4b1o7YeoltMVJV1Jng1B8OItjwtqBpCGxEILDYbtQLmnUQQGx9xRY3ggAEIBCLAGIbi+zm9SK2iO3mTogBEIBAQwCxxRUgAAEIQAACkQkgtpEBUz0EIAABCEAgntj+77P68O7f6r8whgAEIAABCJycAGJ7cgeg+xCAAAQgEJ8AYhufca+F3I5YS2lPyrYSDyvNQQACEJgkcB6x1fsfN+fGLvOLZptJr20T+y3lJjgp7UnZ1rLx5SoIQAACcQicRmzbQ9nXiO3qM2aLvfgzOzw8pT0p24pzu1ArBCAAgWUETiO2y/BYVyG2qzAitqvwcTEEILBjAvHENhMobUSrj6obRLb62LvixKHeUXvdYQqDOhYfe9dFtt2WfcVJNJebetqIlxbAWXuavYPbQ9gdNvfqqE7tuRYH2HX/idsqLtF1XW5bkdloQGgWAhA4JAHEVk2cQ9sIc3CxLYWo3YNXcOLMwPXqa1rhM//tKdz1+bEz9pQb8ff2DG7aN38nOIRd1FbTV8T2kM8bOgWB0xI4vNi2I6vPqx2NbItD49u/6fN29fm6TS2R0shbplddbUvsGZSZOjWnwbe0rdPenXQcAhA4DIF4YpvbphazYmuewYvY9k+/eVK3iyOStk/IaY6i0xG3nQJGbA/z3KAjEICAJwHEtk0j70lsA6eRLdHsi2IjtFZ6ejb6bYTXFFzE1vPupDgEIHAYAgcX24n52DdaXHUZD7ENsEDK9KBZ4YrobvMC2IjtYH7WnOd1GVhft1Rs28VWjvNlI+KgaghAAAJRCCC2PpFtMQTv3xVzu6cS26LTVnq4XD19tw5aH65E7gtt6b3zwm74eNtmf0VzlLuASiEAAQhEJnBwsY1Mj+ojEtDzxIhtRMhUDQEIJCKA2CYCTTOeBJrVzXxn68mN4hCAQJYEENssh+XMRnUrn5muPbMf0HcIHItAPLE9Fid6AwEIQAACEFhMALFdjI4LIQABCEAAAjICiK2ME6UgAAEIQAACiwkgtovRcSEEIAABCEBARiCe2Oa2XaOMB6UgAAEIQAACwQkgtsGRGhWWn6+wpDYmYeqGQDQC5SYsfHoWDe/pKkZsYw159Z3oRdnHsW65NWOsrvrUO3tublGZpIxPm6vKWuf4bv7ulJs9Ari79flmF7NQY9759fC5IMBIkZ0TOI/YPr5Wr549U69evFV/jw7aF/XhRVGmLNf8/Pq4ZITHz6jd7YOneMh/X5x72/4seQL1zrwd7p1ckZaUWTIkq6+px3RJt1c37awgI3tmzjLO0uel/iw4p1k0viMv36JrKXQIAqcR27/fvpgR26HQloK7RGyrh8vIIe5ZPnhmXPlrsQ9yT2i16BZ9/OpxG9h9l+yVnA+vjMStfivJR/xTiW0Vaa6PCv382XEQh4fP66JVVDvyTFhQHZfskMBpxHZ+bB7Vr1U0+1r9MV94osT0QzAf8RB2snjA/dSI6+93fc1d/T743Xx9/QeO+yEmKTPfUowSGYnbWcW2SnzU5yovzjAs8ecA0S1iG+Oe3Fed8cQ2Ew5tRKtTw3YaWaeXjdRxm0aeTDmPdFD4lp/VvOTUWOl0m/F0+0/xwNOR7k/2pPRUXe0Zt/fmMHrHIQOSMnO+NTbX5krlWXOg49HHuNhKIvRaH8t5/Fosqp/FiiGIbGfa0ot/tHjVNg3Hw3Wakxa7sb+Vf3cdrRjK53U9ixYvLfLn9S9aiO3cTXv8vyO2gcV27qZqH27tg3Z8fnfc/SSHx0vKzDu4TrmVoupMv3kKRvvAnUipScrMWT5M5Tsi6VKUe/Y3zJx9Wie2dZ9MMVubnhy3R9KWxA8H9TQCPsAjecHsvVws8XlrxPURjJ7+t8yfR9YXzDmh8ffdZbQ8+kZRGYHDi22L4ctb9ePkAqkwaWSR2FoPiJxvxFGBdUQI0y7XHZl3NVOBvXk4SRmZY9dRpDG/J5zvGx+LNWIrWQwm7FdbbMweWVuSaHxYRla33RNJW769r8s3L0cec6HL/Hm52K5Oey8Dw1UZEogntrltaoHYLnK/3sPJeEkwIwRJxf0oSYtqIYa3UhTriE9SRtJWXab/gHS/BHUnDM2nd9eI7USWwZG6lfVxzB5ZWxIBDBrZhn7BXBnZVtMgYn9eLramL66bNpB5BaXyJYDYtmMTJrLtf7oyHHjJQ27eXSQpYkmZ+ZYKBWwWSF3U41NT3vW7maqGYmfY1zz0JGUEFndF2vSmS5gaobWiojiR7fo5P4cnjaxGlrUl8UPXnKw7w969MLnGR9KW/7gu3HBikT/LmE71YS7j5dV/Cu+SwMHF1v05T70A6oX68MUcs0BiO/NJRvAHTwK3MxdELf7W1jHf1z7M9RNcUsarv81D8lqIwSDV6Jgz1YuKPOds7QhwOB9qR+3TndDXTy8A8pmzXfLSV/MRTYnObP4Q0udDpGW9/ZnVyF53HYXdBBDb0JFtUZ/vd7Y5z9lqPPYDymsVsq7EtfJX/06LoaSMx908uXJVpyL16uDChnu5kMlQmP5q3bGVxFYWobi+atdSKufqXYeaucS6Q2jYMLGyea4tkQDaYzGxitpuz7Ua2Ry2RT4vnHeXuIfcn9cuZKutIbKVjMqxyxxcbLcavACrLbcynXYhUBEYiZwDb2GYPewAUS1im/0oJzEQsY2FeewziVjtUS8EQhIYEdU6gl2/i1NIU6PVFfLFgu0aow3TXipGbCOOlCuVGLE5qoZAWALONLJjI5KwrWZTm974I5RBXar9JC8rocAdpJ54YnsQQHQDAhCAAAQgsJYAYruWINdDAAIQgAAEZgggtrgIBCAAAQhAIDIBxDYyYKqHAAQgAAEIxBPb3LZrzM0efA8CEIAABE5DALE9zVDTUQhAAAIQ2IoAYrsV+TO2a31KMroVoL2z09QuS82uRqJtBXNnLuWTez+wDwIQGBBAbLNzir/Uz798q75581L9/DU74wIZNLOxeyW20u85128SH6hTAas5Yp8C4qEqCOyQAGKb3aAhtuVJQ4it8BCA7PwXgyAAARcBxDY7v0BsEVsi2+xuSwyCwEoC8cR2pWHHvvyT+u5NmSrufp5//KvpsiG2H38wyvTTyn9+fNm7vq7rB/XeAKfLfPdZKbN815aA8tj+sK69Xl0n9jibOFAaOTEf0Wk9JXN7LEYmtSdPRRK4B0UgAAEZAcRWxilcqa+/qeeW0JZCORTbvhhXYvrLb+rPxhK32LrLfPfOFG3/+eDhkYGOY8dK0ek90Jtj5zzPhq26lySNbB2LZx5XNzj7dnr4U/KRiK19vm4BtDqb1j7yr0ZdHiyw8CD2cHcFNUHg8AQQ28RD/P5dI6LvPo20rCNbUzh1JNyPXPsVDMu4olndvld0a0exwnNFx88sPVBk20aRxubyEfnMi20trIOD5wMdFZf4dqE5CByGQDyxzW0TiSzskczHusq4xHaYirZTya3YGhHxMs/tP8DdB2E30ZMZIZb/zjayXUbCfVU6PvNiOxGxi1d4h2RDXRCAQEkAsU3qB0bUOhvZmnO0tthOiW8X/Wqx9Ypix3i0kZErKm2E1kq/5h3ZhksjV8gS8ZGK7SG+O056b9IYBOISQGzj8h3W/tmeP7XTypLIdiyq7S+SCiq2qhHZ61U9DOY0HXOCeoHOKSLbSm3VtYjkr5H52POxlfhaGYThnO24k7dnrKLOqZ8EtHcyAojtFgPuWiTVRroSsS2MtkT7+cdPzWYYkSLbosnJxTT2rk+FIN/LxTfGQ7wVhrlUc5IFUuEHPg0fKyIv+FbtWmLZHVTeiPFYSr8dN+kmIuG5USMEzkAAsT3DKO+tjzsV271hru3Vc+2I7T7HD6v3QgCx3ctInclOxDbdaDfp/sHq5XQW0BIETkEAsT3FMO+sk2c9iCDpMHWrx5muTQqexk5KIJ7YnhQo3YYABCAAAQjYBBBbfAICEIAABCAQmQBiGxkw1UMAAhCAAAQQW3wAAhCAAAQgEJkAYhsZMNVDAAIQgAAEEFt8AAIQgAAEIBCZAGIbGTDVQwACEIAABBBbfAACEIAABCAQmQBiGxkw1UMAAhCAAAQQW3wAAhCAAAQgEJkAYhsZMNVDAAIQgAAEEFt8AAIQgAAEIBCZAGIbGTDVQwACEIAABBBbfAACEIAABCAQmQBiGxkw1UMAAhCAAAQQW3wAAhCAAAQgEJkAYhsZMNVDAAIQgAAEEFt8AAIQgAAEIBCZAGIbGTDVQwACEIAABBBbfAACEIAABCAQmQBiGxkw1UMAAhCAAAQQW3wAAhCAAAQgEJkAYhsZMNVDAAIQgAAEEFt8AAIQgAAEIBCZQDyx/d9n9eHdv9V/I3dAXH1u9ogNpyAEIAABCOydAGK79xEMbf/9qh6u99C1Uh8EIACBxQTu1wd1uT0tvj6HCxHbHEYhFxtKoX24qN34dGXv/m/CRcN/tL43/SnHs/zZ/H0vN3sETlIKUvIX5VR++HRTl4B+8XS7VH6W8nmH2AqcOE6RL+rDi2fq1bPu59fHOC3Jar2r65xwff5BffPmW/XNL7+pP2WVOkp9Ut+Vdbz7tLiG9sJUN7rE0sKW7wt+7U9stcip7xI+4jK1H8bGJzZHZWRPNebXwiL3f4cW27LLM/0Xj+lGQQViKx6hkAWHQluK7pZiW92ol5uaStT8+fHlerHVgh1CbEMOyYq6vhZvyT2h1aJb8Py6ot6kl1aRw/iDPJ0tGYlb1emM7MlRbNM5RtHSk7pd1kfvVVQ786yL0S3ENgbV2Tof1a9VRPta/TFbNkWBhA+Uo4ltIVI/NeL6exty3NXvg9+lGMeFbWQVJSf0RRGujOzZq9hWL3Iz01OSMoGi2+OJrciRT1bo8XUvbWymkF+9eKv+NnD88bqfYrb//vfbF1VdZTSs/13+/x/ffvGHOnMTtxFtmf51ppH/Uj//Uv7tB/Vei2lV9qX6uQntBnXoupaklHOaT9PpYyPv+Z8iS6Aj3Z+sCXA9V7R4sUfgvmt7FqVtx+bRXGk6y+7xyGJc3FxpUmfq1G5rUef0bTQjtjNt6YU9lZ3NfLQrFdzNIZrl6nT62N/s9QqaRa/8SASX1A8lQiopEyjTgNj6S8T+rhCJrTvFXAtzFwm3YvvaFvAX6oOn3s45n1xsGzE2hbSZ3w0qtu3Ir4k66mu7B6Dxb48Uk04hl6LqTCdbD/rVD7kgfa8rqQVg3YK44fSDI9VXPkh7HBr2ThFcJ7Y1XzMdvjb1OG6PpK1WZNu+DtdGDOppBHyARxLZlj490ZZ2n6R+KBFSSZnK+Ho8F7+sar9f9QK2THripZGX2XOSqybSyK0gmylmXb6b13VFszoa9o1u58S2HZSvv6nnk5GtuXiqWQhVRrvmqAZNI68R2zCuNiqwjog3TIvCiGuysUaAQszR2lGs8KE5vphnjdiOPIhXLawZs0fWliQaH5aR1W0PsaStsD5YvbK5F7Q1WQ/ny6xeACcpMzB4udjqF58NdLbqRTyxzW0TiazsEYjt6/7SZC2uWkhbsbXSz0tupnBi26WNlTqh2Bp3sRnxLhmT+WvWv2iEiGztSMPtS1rcrUxC8Mh2Ilux+MVijLOsLYkABo1sLabxVygL/FDyAiYpEySyXZvpmL8zx0ogtsvZrbhSILa9xVPjka1vFOs0WvrmPxvZ7klsw6SRiwm1ZoHURT3qpdyu363wFvelgoecoM1Vc7ZtkK0/SXHZ1DzcrNR8nMg2DJM+tmmxnYuS5GI7nKsdDJ8kjXx4sV0/xuLgQnD/+BRBbH1oBSs7tRp5Ys7WiGLtSHedaVMOrBc/OeZj2wVQuoyH2K5ZINV2dv2Nt45bfbW5IGruW9t28crcU3rWsIB9X70aubHlWojuYL7bEUnoRUWeka0dAQ7nQ/ViItknTPr66fk/nznb4aDNi23NR+QOMxs7zLfV2ZfUDyVRq6RMab40MJi4fxDb2YfLygJ7SSNX3XQI7kxaeSWderGMc2FQYLEtDH3/zhJuz29u+ys7jYhA9MRaS8p9vS249irk9qp2nkomCHZr0fq+8jvbyQU39txc4Wf3ciGTMV6yflnZiOL6qt2RRWi9+UKHb7jEugvWRxbPebYlEkB7RbNeuOew2V6ZbL4oiNrSHczVDydvzzApYMQ2zjOwqzUrsY3d2SX1D1dJLqmFa+YIBFycNNcUf98BgekFRvHeH3fohwGi2tIhENvYtwViO0947JOD+SspISWwOmUrbYhyuyAwkhquI9h1n2VN9n9vfhhyb2S2a4x8ayC2IsCutJzoQgrNEOhW5MaLVhiEXRJwppGXTTPM93+ffqg3B5nvn6xEl46P+EJjmRJvgZSsz5SCAAQgAAEIHJ4AYnv4IaaDEIAABCCwNQHEdusRoH0IQAACEDg8AcT28ENMByEAAQhAYGsC8cQ2twVJ2LO1r9E+BCAAgdMSQGy3GvrcxH8rDrQLAQhA4AQEENutBjkTsY2/UflWgH3aLTcWWP6pxWEZSs/OtXeIGvu2aebbTnsXKT6R8vFhyuZOALHdaoQQWyd51z7Dzq0P9RF2xdZ23xfb/zVn1HuNZvmtXb3dXSG2zVaV5QPf9yF/WLFtac7swyzd6lG8kULAfZ+9PILCEIhHALGNx3a6ZsRWLLbl5v6/33XxJ/VYbNze2/B/odjqszgfLld1LTbRvxb19g8elzkHYlscDr8iMzCkjNjKPI9SeyKA2G41WoitiLzrXNjqd2X4qY+yWyy2jQnSE0dGLA4utivtEYH1KhQoshW3idiKUVFwNwTiie1uEJzbUC0UvdNEnKf/bMNJp5W7yNawY7XY6rNWjch2Qd+DM1wjtmN7yLr2g7W3CRzt+0qxlc79CtPWkycMbeOmtAqBWQKI7SyiYxcYHjO25PSfQAexN6h9jqv7KZc52/JYtHaydwnD/kvEZcUm9MPjEh1Hk5Wi3JucbsbQ84zZymrpnG05N15wmp8Tny6H2B77mXTU3iG2Rx1ZYb+8zsAU1rm2mHiR1OrIVlsafjWyd2rZXtGrzzRt/ndeoAzqdhQrjJTHbV4Z2Qoj1q4HUlFe62lcD4F0BOKJbSZzki1K7HF6VY5i2zNUC2oR6T2WC4fN/4KJ7bobLjhDoTiOW11Hsvpgcff5nd3pL3OHrOuFZKOCnziyXTdaXA2BbQggtttwVyoT8Q8jFGHTyP0huavfy1QxYuvnqe1B264oUc9V35T5/kJk64eY0hDwIYDY+tAKWfZQYhsKjOOznkpoix8jrHKlmetPgRzRbyjTJuoJ88JiNLA6si3rakS2+KTpYbDwyTGHqxcx7WjOtpsjTzDINAGBlQQQ25UAF1+O2DrQucXWXol8eLFd7FR2lv1SfDfcpZPtFPzFnBcuBPlefFJlCpi9o1ObbrYFeSaNLK6nNVAyR7zsm+hAaKkGAt4EEFtvZIEuyERsA/WGas5MQDxnK4U0t0BKzzcv32JTagnlIBCKAGIbiqRvPYitLzHK50ogtdiKt33MFRh2nZEAYrvVqCO2W5Gn3dAEpAcRzLQ7fxBBt4La61Oo0P2lPggsIBBPbBcYwyUQgAAEIACBIxJAbI84qvQJAhCAAASyIoDYZjUcGAMBCEAAAkckgNgecVTpEwQgAAEIZEUgntjmtgAoN3uycgOMgQAEIACBmAQQ25h0qRsCEIAABCBQEEBsk7tBt4+w3ig+uQk0CAEIQAACSQkgtklxG42NHfK9lT20CwEIQAAC0QggttHQzlXcPwZtrjR/hwAEIACB/RJAbDcbO8R2M/Q0DAEIQCAxgXhim7gj+2sOsd3fmGExBCAAgWUEENtl3IJcVe0FOzhrNEjVVAIBCEAAAhkRQGy3Hgy9iTs7q289ErQPAQhAIBqBeGKb2yYSudlTDOlTeVg3kW0056ZiCEAAArkQQGw3GwnmbDdDT8MQgAAEEhNAbBMD75pDbDdDT8MQgAAEEhNAbBMDR2w3A07DEIAABDYjgNhuhp7IdjP0NAwBCEAgMQHENjHwtjm2a9yKPO1CAAIQSE4AsU2OnIMIkiOnQQhAAAIbE4gntht3jOYhAAEIQAACuRBAbHMZCeyAAAQgAIHDEkBsDzu0dAwCEIAABHIhgNjmMhLYAQEIQAAChyUQT2xz2x4xN3sO61J0DAIQgAAEbAKILT4BAQhAAAIQiEwAsY0M2K6+OlYv0Qk/KduSYMzNHonNlIEABCAQggBiG4KiRx0pBSdlWxIEudkjsZkyEIAABEIQQGxDUPSoI6XgpGxLgiA3eyQ2UwYCEIBACAKIbQiKHnWkFJyUbUkQ5GaPxGbKQAACEAhBIJ7YhrDugHVowakOjn8o5m/LH9cB8vdr9/eRMr06qrqu6m4wE7eViLOPPbpvl9tTIutoBgIQgEA8AohtPLbOmivBKYWxXSRV75XcE5XykILeIqpmP2Xzd5UY98XVblDU1mz/u72c25eDqZeEifp87EFsZweGAhCAwI4IILaJB8uVSpWkVwdlmsh3amHz0rZiIcnNnlj9pF4IQAACNoF4YpvbJhKZ2CMTnPqs20EkaStrc0yfLmenXGVtpbspcrMnXc9pCQIQODsBxDaxB8wLTiO01jzubPTbCK8puPNtSTofOI1svTDM9ktiImUgAAEIZE4AsU08QPMC2IjtYH52bjOM+rrwYhsO0Hzfu7baxV+JNgAJ10tqggAEIDAkgNgm9gqR4Fjp4XK18r1cvWwIz3AlsrXIquiXqK2E/feyp2UwvQgsofk0BQEIQGAxAcR2MToujEtAz1sjtnE5UzsEIJCCAGKbgjJt+BNoVlvzna0/Oq6AAATyI4DY5jcmJ7eoW4nNdO3JXYHuQ+BABOKJ7YEg0RUIQAACEIDAGgKI7Rp6XAsBCEAAAhAQEEBsBZAoAgEIQAACEFhDALFdQ49rIQABCEAAAgIC8cQ2k+0RBQwoAgEIQAACEIhKALGNipfKIQABCEAAAkqdQGy7vX35ZhOXhwAEIACBLQicQGwbrM32f3y7uYWb0SYEIACBcxM4j9iq4Ub95x56eg8BCEAAAqkIILapSNMOBCAAAQiclkA8sc0OKZFtdkOCQRCAAAROQuBEYtscOWcdyn6ScaabEIAABCCwIYFTiW3FWZ+TykqpDd2OpiEAAQici0A8sc1wU4vqwHUi23N5OL2FAAQgkAGBE4ktc7YZ+BsmQAACEDglAcT2lMNOpyEAAQhAICUBxDYlbdqCAAQgAIFTEkBsTznsdBoCEIAABFISOI/Ysl1jSr+iLQhAAAIQMAicQGw5iACPhwAEIACBbQnEE9tt+0XrEIAABCAAgWwIILbZDAWGQAACEIDAUQkgtkcdWfoFAQhAAALZEEBssxkKDIEABCAAgaMSiCe2GW7XeNRBpF8QgAAEIJA3AcQ27/HBOghAAAIQOAABxPYAgzjWhfv1QT1wutGBR5iuQQACeyGA2HqN1KP69dkz9er1o9dVWxVGbLciT7sQgAAE+gQQWx+PeHytXiG2PsQoCwEIQAACBQHE1scNEFsfWpSFAAQgAIGGQDyxzQTx329fVNHor0XmV/+7/P8/vv3Ss9D8WxW9vnir/m5KDP5W/l3/tCnlL+rDi/L3L9SHtuom7fzstfrDqmvcHl1PcY0W96ots14ZXJ1Gfrpd1MNDMX9b/lxu6slxuS5zubn+KmuPUhCAAAQg4CZwHrF93aSAW6HsxGtUTBvBjSK2o/ZosTUEXdtsvABIHLoS21Jg20VS9T7RLkFFbCVEKQMBCEBgGYHTiK0Zzf7xuhayOrrV0acrIrWiyck0sl9kO26PIbatuA4jZMlwuxZIsWhKQo4yEIAABMISiCe2mWxq0UalY1Hhl7fqRzMt3Pt3RLEdjVJloi1xA8RWQokyEIAABOITOI3Y2nO0HVpXZDsC3jOy1RH0K8ec7bg9iG18t6cFCEAAAmkJILYF704UrXlSO/rsLVhqyg4WSDnmWncgtu0iKjbBSHsH0hoEIHAKAohtM8zORVCOVO9AmHsbXOgoWc8JPzYrlIerkbOLbJ9u6lKtWL6q+ylcn05CAAIQSEfg8GKbDuXeW3pStwtiu/dRxH4IQCBPAohtnuOS3qr7tfpMiO9s06OnRQhA4PgEENvjj/FMD3VE+6CYrj29MwAAAhCIRCCe2EYymGohAAEIQAACeyOA2O5txLAXAhCAAAR2RwCx3d2QYTAEIAABCOyNAGK7txHDXghAAAIQ2B0BxHZ3Q4bBEIAABCCwNwKI7d5GDHshAAEIQGB3BCKIbX2MG99s7s4XMBgCEIAABCIRiCC2jaXN9n98uxlp5KgWAhCAAAR2QyCe2Kp6swR2JNqNL2AoBCAAAQhEIoDYRgJLtRCAAAQgAAFNALHFFyAAAQhAAAKRCUQUW6Xu12Kh1OVWJJT5DwIQgAAEIHBeAlHFtsKqz0llpdR5vYyeQwACEDg5gahi+3S7ENme3MHoPgQgAAEIKBVRbFmNjINBAAIQgAAESgKILX4AAQhAAAIQiEwAsY0MmOohAAEIQAACiC0+AAEIQAACEIhMIJ7Ysl1j5KGjeghAAAIQ2AuBCGLLQQR7GXzshAAEIACBNAQiiG0aw2kFAhCAAAQgsBcCiO1eRgo7IQABCEBgtwQQ290OHYZDAAIQgMBeCCC2exkp7IQABCAAgd0SQGx3O3QYDgEIQAACeyGA2O5lpLATAhCAAAR2SwCx3e3QYTgEIAABCOyFAGK7l5HCTghAAAIQ2C0BxHa3Q4fhEIAABCCwFwKI7V5GCjshAAEIQGC3BBDb3Q4dhkMAAhCAwF4I/D9gq29sIo3TQAAAAABJRU5ErkJggg==" alt="" />
Java中 == 和 equals()详解的更多相关文章
- java中的注解详解和自定义注解
一.java中的注解详解 1.什么是注解 用一个词就可以描述注解,那就是元数据,即一种描述数据的数据.所以,可以说注解就是源代码的元数据.比如,下面这段代码: @Override public Str ...
- Java中dimension类详解
Java中dimension类详解 https://blog.csdn.net/hrw1234567890/article/details/81217788
- [转载]java中import作用详解
[转载]java中import作用详解 来源: https://blog.csdn.net/qq_25665807/article/details/74747868 这篇博客讲的真的很清楚,这个作者很 ...
- Java中日志组件详解
avalon-logkit Java中日志组件详解 lanhy 发布于 2020-9-1 11:35 224浏览 0收藏 作为开发人员,我相信您对日志记录工具并不陌生. Java还具有功能强大且功能强 ...
- JAVA中Object类方法详解
一.引言 Object是java所有类的基类,是整个类继承结构的顶端,也是最抽象的一个类.大家天天都在使用toString().equals().hashCode().waite().notify() ...
- Java中反射机制详解
序言 在学习java基础时,由于学的不扎实,讲的实用性不强,就觉得没用,很多重要的知识就那样一笔带过了,像这个马上要讲的反射机制一样,当时学的时候就忽略了,到后来学习的知识中,很多东西动不动就用反射, ...
- Java中的HashTable详解
Hashtables提供了一个很有用的方法可以使应用程序的性能达到最佳. Hashtables(哈 希表)在计算机领域中已不 是一个新概念了.它们是用来加快计算机的处理速度的,用当今的标准来处理,速度 ...
- Java 中的泛型详解-Java编程思想
Java中的泛型参考了C++的模板,Java的界限是Java泛型的局限. 2.简单泛型 促成泛型出现最引人注目的一个原因就是为了创造容器类. 首先看一个只能持有单个对象的类,这个类可以明确指定其持有的 ...
- Java中Unsafe类详解
http://www.cnblogs.com/mickole/articles/3757278.html Java不能直接访问操作系统底层,而是通过本地方法来访问.Unsafe类提供了硬件级别的原子操 ...
随机推荐
- 阅读:DBA们不得不知的数据库硬件RAID常识
对于数据库这种特殊应用IOPS往往会成为瓶颈,突破的这个瓶颈的有效方法不多,软件方面主要是读写分离,垂直拆分,分区表技术,cluster.硬件方面主要是raid,和SSD. 通常都是软件和硬件同时优化 ...
- 时序分解算法:STL
1. 详解 STL (Seasonal-Trend decomposition procedure based on Loess) [1] 为时序分解中一种常见的算法,将某时刻的数据\(Y_v\)分解 ...
- vs2010等宽字体设置
VS2010自带的字体非等宽,不同行的代码采用同样的缩进空格时,可能左侧未对齐. 这个里有一款字体很帮,字体名字叫Fixedsys Excelsior 3.01,下载地址:http://www.fix ...
- cvpr2017:branchout——基于CNN的在线集成跟踪
1.引言 2017年CVPR上有不少关于跟踪的paper.CF方面最引人瞩目的应该是ECO了,CNN方面也有一些新的进展.Branchout是一个基于CNN用bagging集成的在线跟踪方法. con ...
- js获取select下拉框选中的的值和判断checkbox是否选中状态
html: <select id="lib_select" name=""> <option value="1" ...
- CSS 中的rem,em,vh,vw一次说清楚
关于css中的长度单位,我们用的最多就是px,因为他简单直接.但是当一套方案匹配不同终端时,px就会显得过于生硬,不容易变通. 然而rem,em,vh,vw就可以有效的解决这一问题.让我们来看看这些东 ...
- How to quickly become effective when joining a new company
How to quickly become effective when joining a new company The other day my colleague Richard asked ...
- Callable+Future+newFixedThreadPool的应用
最近在处理很多的数据,数据量比较大,但是处理的相对简单一些,没有什么复杂的业务逻辑,然后就使用了多线程去处理.因为一直停留在Thread和Runnable的知识中,项目中使用Callable,刚好可以 ...
- C#和NewSQL更配 —— TiDB入门(可能是C#下的全网首发)
阅读目录 背景 TiDB是什么 环境部署 实战 性能测试 结语 一.背景 在上一篇尝试CockroachDB(传送门在此:http://www.cnblogs.com/Zachary-Fan/p/co ...
- Markov不等式,Chebyshev不等式
在切诺夫界的证明中用到了Markov不等式,证明于此~顺便把Chebyshev不等式也写上了