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[Other resourcejin.doc

Description: x(n)的心电脉冲函数,通过滤波器H1(z)、H2(z)、H3(z)后的对数频率响应20log[Ha3(ejw)]函数
Platform: | Size: 43008 | Author: 金彪 | Hits:

[Other resource8-bit(PWM)

Description: 8位定时器H1(PWM 输出)
Platform: | Size: 7764 | Author: weihua | Hits:

[Process-ThreadH1

Description: 一个异步线程的例子!使用C++编写。 多线程编写初步例子!
Platform: | Size: 800 | Author: 王浩 | Hits:

[CSharprailk

Description: « 问题描述:在一个列车调度站中,k条轨道连接到k条侧轨处,形成k个铁路转轨栈,从左到右依次记为H1,H2,…,Hk如下图所示。其中左边轨道为车皮入口(记为H0),右边轨道为出口(记为Hk+1),,编号为a , a , ,an 1 2  的n 个车皮从入口依次进入转轨栈,由调度室安排车皮进出栈次序,并对车皮按其出栈次序重新排序为1,2,…,n。调度室在安排车皮进出栈次序时,遵循以下规则:(1) 车皮入口H0处的车皮可以进入转轨栈H1,H2,…,Hk之一,或直接进入车皮出口Hk+1。(2) 转轨栈H1,H2,…,Hk处的车皮可以进入车皮出口Hk+« 编程任务:给定正整数n,和n个车皮的初始编号n a , a , ,a 1 2  ,编程计算最少需要多少个转轨栈才能按照规则(1)和(2)调度车皮,使车皮在车皮出口按照1,2,…,n的顺序输出。« 数据输入:由文件input.txt 给出输入数据。第1 行有1 个正整数n,表示有n 个车皮。第2 行是n个车皮的初始编号n a , a , ,a 1 2  。« 结果输出:将计算出的最少转轨栈数输出到文件output.txt。输入文件示例 输出文件示例input.txt output.txt42 3 4 13-laquo; Problem description : In a train station, k, k track connected to the side of the tracks, forming k stack rail transition from left to right followed credited to H1, H2, ..., Hk as in the figure below. Which left orbit for imported cars (credited to H0), the right track for exports (credited as a Hk), and numbered a, a, and an 1 2 # 61516; The n followed by wagon from the entrance into the stack transition from the dispatch room arrangements wagon Stack access priorities, as well as cars stack up according to reorder priorities for 1,2, ..., n. The dispatch room in arranging access stack wagon order, to abide by the following rules : (1) H0 wagon entrance of cars can enter the transition stack H1, H2, ..., Hk, or directly into a wagon export Hk. (2) Transition stack H1, H2, ..., Hk
Platform: | Size: 976 | Author: 林天 | Hits:

[CSharpH1

Description: 进程优先算法,进程调度是处理机管理的核心内容。本实验要求用C语言编写和调试一个简单的进程调度程序。通过本实验可以加深理解有关进程控制块、进程队列的概念,并体会和了解优先数和时间片轮转调度算法的具体实施办法-process priority algorithm, the process of scheduling processor is the core content management. The experiment called for using the C language and debug a simple process scheduler. Through this experiment can deepen our understanding of the process control block, the concept of the process of formation and to experience and understand a few priorities and time-Cycle Scheduling Algorithm of concrete measures for implementation
Platform: | Size: 1717 | Author: yuyu | Hits:

[Crypt_Decrypt algrithmsibe具有认证功能算法

Description: 1 Boneh-Franlin的IBE算法主要由四个子算法组成:Setup,Extract,Encrypt和Decrypt,分别完成系统参数建立、密钥提取、加密和解密的功能。假定消息的明文空间为 ,密文空间 。 (1)、建立: 给定一个安全参数 k蝂+ Step 1: 执行G生成一个素数q, 两个q阶群G1, G2 , 和一个可用的双线性映射 ê: G1碐1瓽2。 此外选取G1 任一生成元 P蜧1,再选取两个HASH函数 H3:{ 0, 1}n×{0, 1}n。 -?, H4:。 :{ 0, 1}n鄘0, 1}n Setp 2: 随机选取一个 s? 令 Ppub=sP。 Step 3: 选择两个算法函数, H1: {0, 1}*?, H2: G2畕0, 1}n 。(对于安全验证,将所有的散列函数看作是随机的数据系统)。 消息空间为M= {0, 1}n。 密文空间为 C = 磠0, 1}n。 输出系统参数为 p = {q, G1, G2, ê, n, P, Ppub, H1, H2 H3, H4,}。 主密钥为 s?。 (2)、提取: 对于一个给定的字符串 Id蝱0, 1}* 算法如下: Step 4: 计算 QId = H1(Id) ?。 Step 5: 设私钥为 SId 则 SId = (QId)s 其中s为主密钥。 (3)、加密: 利用公钥 Id加密m蜯 算法如下: Step 6: 计算 QId = H1(Id) ?。 Step 7: 选择一个随机数 σ?。 Step 8: 设r= H3 (σ,m) Step 9:建立密文为:c= (4)、解密: 令c = 为用公钥加密的密文。如果U不属于 ,则拒绝该密文, 使用私钥要解密 SId? : Step 10:计算σ=V臜2(ê(SId, U)) Step 11:得出m=W H4 (σ) Step 12:设r = H3 (σ,m),验证U与rσ是否相等,如果不等则拒绝。 由上述算法的一般形式可以看出,基本的基于身份的广播加密机制,在解密时需要解一个n个变量的线性方程组(n为用户的数目),虽然有相对有效的方法解方程组但是对于WSN中的节点来说,需要的存储空间和计算量都太大,不适合。 针对上述问题提出了改进的基于身份的广播加密机制[17]。改进的算法不需要解方程组,它基于数学变换利用双线性的特性,在解密时只需要节点自己的私钥和已知的其他节点的公钥即可。采用了IBE算法的简要版本(simple)使用两个hash函数。对于改进基于身份认证的组播认证机制不需要解决任何的线性系统的方程和没有复杂的操作,更适用于计算和存储等能力都受限制的无线传感网络。 2 IBE算法性能分析 2.1 算法安全性 不管对于传统网络还是无线传感器网络,密钥管理方案的安全性都是首要考虑的因素,包括保密性、完整性、有效性等。 现在我们就来分析一下上述IBE算法的安全性。基于椭圆曲线的IBE算法的安全性依赖于给定P和rP条件下计算出r的难度,即求解椭圆曲线对数问题的时间复杂性。节点对明文加密后,将密文连同rP一起发出。解密密文时,当节点正常接收,只要用私钥dID经过计算就可以得到明文;当信息被攻击节点截取时,由于缺少私钥dID,攻击节点要算出密钥只能沿用发送节点的公式: ,假设攻击节点可以知道公钥QId和系统参数P和Ps,同时rP也是连同密文一起发送的,因此只要由P和rP解出发送节点选择的r,就可以得到gID。但是,解出r是几乎不可能的,所以IBE的安全性很高。
Platform: | Size: 1500328 | Author: michelle.yaer@163.com | Hits:

[DirextXAI_Life

Description:

AI Life

By rahul_sindhu

Steering Behaviours, Genetic Algorithms, and Neural Networks in games.


Platform: | Size: 2047423 | Author: MatthewSin | Hits:

[OAOA协同

Description: <!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> <html xmlns="http://www.w3.org/1999/xhtml"> <head id="ctl00_Head1"><title> 协同办公系统 </title><link rel="Stylesheet" type="text/css" href="CSS/master.css" /> <link rel="Stylesheet" type="text/css" href="CSS/sitecooperateCss.css" /> <style type="text/css"> .Task_Default_Grid { border:0} .Task_Default_Grid tr td { height:25px; line-height:25px; color:#0173BC; border:0; color:#6E6F71} .Task_Default_Grid tr td a { color:#0073BC} .Task_Default_Title { height:25px; line-height:25px; border-bottom:1px solid #999; color:#333333; font-weight:bold } .Task_Default_Head { height:25px; line-height:25px; text-align:left; font-weight:lighter; } .Task_Default_Head th { text-align:left; border:0;} #Content_right tr td { vertical-align:top} .mobanul { list-style:none; list-style-type:none; margin:0; padding:0} .mobanul li { height:26px; line-height:26px;} .mobanul li a { color:#0073BC} </style> <script type="text/javascript"> var w1 = screen.width; var w2 = w1 - 30; var h1 = screen.height; var h2 = 650; var t1 = (h1 - h2) / 3; //var appearence = 'dependent:yes;menubar:no;resizable:no;status:no;toolbar:no;titlebar:no;left:5;top:50;dialogWidth:'+w2+'px; dialogHeight:602px'; var appearence = 'dependent:yes;menubar:no;resizable:no;status:no;toolbar:no;titlebar:no;dialogWidth:990px; dialogHeight:652px'; function openexamin(id) { var url = 'Task_Examin1.aspx?ID=' + id + '&dt=20111116110724'; window.showModalDialog(url, 'none', appearence); window.location.reload(); } function opengoexamin(id) { var url ='go_examin.aspx?ID=' + id + '&dt=20111116110724'; window.showModalDialog(url, "tasknew", appearence); window.location.reload(); } function openexaminview(id) { var url = 'Go_Examin1.aspx?ID=' + id; window.showModalDialog(url, "goexamin1", appearence); window.location.reload(); } function openexamindaiban(id) { var url = 'Task_Examin1.aspx?daiban=1&ID=' + id + '&dt=20111116110724'; window.showModalDialog(url, 'none', appearence); window.location.reload(); } function openexamindaiban1(id, tasktype,url) { if (tasktype == 'OA') { var url1 = 'Task_Examin1.aspx?daiban=1&ID=' + id + '&dt=20111116110724'; window.showModalDialog(url1, 'none', appearence); window.location.reload(); } else if (tasktype == 'HR') { window.open(url.replace('{', '=').replace('{', '=').replace('{', '=').replace('{', '=').replace('{', '=').replace('{', '=').replace('{', '=')); } else if (tasktype == 'ERP待办') { window.open("http://10.0.3.100:8000/"+url); } else { window.open(url.replace('{', '=').replace('{', '=').replace('{', '=').replace('{', '=').replace('{', '=').replace('{', '=').replace('{', '=').replace('}', '&').replace('}', '&').replace('|', '&').replace('|', '&').replace('|}', '&').replace('|', '&').replace('|', '&').replace('|', '&').replace('*', '/').replace('*', '/').replace('*', '/').replace('*', '/').replace('*', '/')); // window.open(url.replace(new RegExp('|', 'g'), '=')); } } function GetTasksWait() { document.getElementById('ajaxwait').innerHTML = "<img src='/_layouts/images/loading.gif' align=absmiddle style='margin:20px' /><span style='color:#666'>正在加载待办事项,请稍等</span>"; AjaxService.GetWaitTasks("panr", GetGetWaitTasks); } function GetGetWaitTasks(res) { document.getElementById('ajaxwait').innerHTML = res; //window.alert(res); } function TaskNew(templetid) { var url = "task_new1.aspx?templetid="+templetid; var w1 = screen.width; var w2 = w1 - 30; var h1 = screen.height; var h2 = 650; var t1 = (h1 - h2) / 3; var appearence = 'dependent=yes,menubar=no,resizable=no,status=no,toolbar=no,titlebar=no,left=5,top=50,width=965px,height=620px'; var openWindow = window.open(url, "tasknew", appearence); openWindow.focus(); } </script> </head> <body> <form name="aspnetForm" method="post" action="thinkanydefault.aspx" id="aspnetForm"> <div> <input type="hidden" name="__EVENTTARGET" id="__EVENTTARGET" value="" /> <input type="hidden" name="__EVENTARGUMENT" id="__EVENTARGUMENT" value="" /> <input type="hidden" name="__VIEWSTATE" id="__VIEWSTATE" value="/wEPDwUJMTk4NTM3MDU4D2QWAmYPZBYCAgMPZBYCAgEPZBYCAgEPPCsADQEADxYEHgtfIURhdGFCb3VuZGceC18hSXRlbUNvdW50ZmRkGAEFI2N0bDAwJENvbnRlbnRQbGFjZUhvbGRlcjEkZ3JpZFRyYWRlDzwrAAoBCGZkgVPWq+n+ib9NI98bYSPgOP6wYjA=" /> </div> <script type="text/javascript"> //<![CDATA[ var theForm = document.forms['aspnetForm']; if (!theForm) { theForm = document.aspnetForm; } function __doPostBack(eventTarget, eventArgument) { if (!theForm.onsubmit || (theForm.onsubmit() != false)) { theForm.__EVENTTARGET.value = eventTarget; theForm.__EVENTARGUMENT.value = eventArgument; theForm.submit(); } } //]]> </script> <script src="/WebResource.axd?d=YUjlm6ycKfnreIke4GK3XQ2&amp;t=633802920069218315" type="text/javascript"></script> <script src="/ScriptResource.axd?d=z3KJcVLT9ijw1U1WP3pQFkrXumDsg6wUOC-1ek6Qo_XZeAuKvPuCDOgdKKFxxdmnnoXJFiMaKmNKva15-BdwOk_xeIPnLbrAuAMPt7xuJyY1&amp;t=ffffffffec2d9970" type="text/javascript"></script> <script src="/ScriptResource.axd?d=z3KJcVLT9ijw1U1WP3pQFkrXumDsg6wUOC-1ek6Qo_XZeAuKvPuCDOgdKKFxxdmnNTUAczOieuXP3zVeTLUjHd_cyvM_8TdB3KcMk-B-U6vUhv5N_CQBxFd9ZErk2oN20&amp;t=ffffffffec2d9970" type="text/javascript"></script> <script src="AjaxService.asmx/js" type="text/javascript"></script> <div id="Content_right" style="background-image:none; padding:5px; padding-left:0px; padding-right:0px"> <script type="text/javascript"> //<![CDATA[ Sys.WebForms.PageRequestManager._initialize('ctl00$ContentPlaceHolder1$ScriptManagerAjax', document.getElementById('aspnetForm')); Sys.WebForms.PageRequestManager.getInstance()._updateControls([], [], [], 90); //]]> </script> <table style="width:100%"> <tr> <td style="padding-left:10px;"> <span style="float:left">&nbsp;待办事项</span><br /><hr style="height:0px; color:#fff; border-top:1px solid #EBEBEB;" /></td> <td style="padding-left:10px;"> <span style="float:left">&nbsp;跟踪事项</span><br /><hr style="height:0px; color:#fff; border-top:1px solid #EBEBEB;" /></td> </tr> <tr> <td style=" padding-top:0; width:49%; padding-left: 10px; padding-right: 10px; padding-bottom: 10px;" rowspan="4" id="ajaxwait"> </td> <td style=" padding:10px; padding-top:0;height:145px;"> <div> </div> </td> </tr> <tr> <td style=" padding:10px; padding-top:0; text-align:right"> <a href="OATaskTrades.aspx" style='color:#0171BD'>[更多...]</a></td> </tr> <tr> <td style="padding-left:10px;"> &nbsp;我的模板<br /><hr style="height:0px; color:#fff; border-top:1px solid #EBEBEB;" /></td> </tr> <tr> <td style=" padding:10px; padding-top:0;"> <table cellpadding=0 cellspacing=0 style="width:100%;height:145px;"><tr><td style="width:50%"> <ul class="mobanul"></ul> </td><td> <ul class="mobanul"></ul> </td></tr></table> </td> </tr> <tr> <td style=" padding:10px; padding-top:0; width:49%; text-align:right"> <a href="Task_Wait.aspx" style='color:#0171BD'>[更多OA待办...]</a></td> <td style=" padding:10px; padding-top:0; text-align:right"> <a href='PersonalTempletsSetup.aspx' style='color:#0171BD'>[更多...]</a><a href='PersonalTempletsSetup.aspx' style='color:#0171BD'>[模板配置]</a></td> </tr> </table> <script type="text/javascript"> GetTasksWait(); </script> </div> <script type="text/javascript"> //<![CDATA[ Sys.Application.initialize(); //]]> </script> </form> </body> </html>
Platform: | Size: 8895 | Author: niyang2005@126.comni | Hits:

[JSP/Javachat_server

Description: 一个java的web的聊天的程序的服务端(同上面的配套使用)-The web of a java chat client service procedures (with supporting the use of the above)
Platform: | Size: 18432 | Author: 站长 | Hits:

[CSharprailk

Description: « 问题描述:在一个列车调度站中,k条轨道连接到k条侧轨处,形成k个铁路转轨栈,从左到右依次记为H1,H2,…,Hk如下图所示。其中左边轨道为车皮入口(记为H0),右边轨道为出口(记为Hk+1),,编号为a , a , ,an 1 2  的n 个车皮从入口依次进入转轨栈,由调度室安排车皮进出栈次序,并对车皮按其出栈次序重新排序为1,2,…,n。调度室在安排车皮进出栈次序时,遵循以下规则:(1) 车皮入口H0处的车皮可以进入转轨栈H1,H2,…,Hk之一,或直接进入车皮出口Hk+1。(2) 转轨栈H1,H2,…,Hk处的车皮可以进入车皮出口Hk+« 编程任务:给定正整数n,和n个车皮的初始编号n a , a , ,a 1 2  ,编程计算最少需要多少个转轨栈才能按照规则(1)和(2)调度车皮,使车皮在车皮出口按照1,2,…,n的顺序输出。« 数据输入:由文件input.txt 给出输入数据。第1 行有1 个正整数n,表示有n 个车皮。第2 行是n个车皮的初始编号n a , a , ,a 1 2  。« 结果输出:将计算出的最少转轨栈数输出到文件output.txt。输入文件示例 输出文件示例input.txt output.txt42 3 4 13-laquo; Problem description : In a train station, k, k track connected to the side of the tracks, forming k stack rail transition from left to right followed credited to H1, H2, ..., Hk as in the figure below. Which left orbit for imported cars (credited to H0), the right track for exports (credited as a Hk), and numbered a, a, and an 1 2# 61516; The n followed by wagon from the entrance into the stack transition from the dispatch room arrangements wagon Stack access priorities, as well as cars stack up according to reorder priorities for 1,2, ..., n. The dispatch room in arranging access stack wagon order, to abide by the following rules : (1) H0 wagon entrance of cars can enter the transition stack H1, H2, ..., Hk, or directly into a wagon export Hk. (2) Transition stack H1, H2, ..., Hk
Platform: | Size: 1024 | Author: 林天 | Hits:

[CSharpH1

Description: 进程优先算法,进程调度是处理机管理的核心内容。本实验要求用C语言编写和调试一个简单的进程调度程序。通过本实验可以加深理解有关进程控制块、进程队列的概念,并体会和了解优先数和时间片轮转调度算法的具体实施办法-process priority algorithm, the process of scheduling processor is the core content management. The experiment called for using the C language and debug a simple process scheduler. Through this experiment can deepen our understanding of the process control block, the concept of the process of formation and to experience and understand a few priorities and time-Cycle Scheduling Algorithm of concrete measures for implementation
Platform: | Size: 1024 | Author: yuyu | Hits:

[CSharprailk

Description: 最优车皮排序问题 .问题描述: 在一个列车调度站中,k 条轨道连接到k 条侧轨处,形成k 个铁路转轨栈,从左到右依 次记为H1,H2,…,Hk 如下图所示。其中左边轨道为车皮入口(记为H0),右边轨道为出 口(记为Hk+1),编号为a1, a2,.,an 的n 个车皮从入口依次进入转轨栈,由调度室安排车 皮进出栈次序,并对车皮按其出栈次序重新排序为1,2,…,n。 调度室在安排车皮进出栈次序时,遵循以下规则: (1) 车皮入口H0 处的车皮可以进入转轨栈H1,H2,…,Hk 之一,或直接进入车 皮出口Hk+1 。 (2) 转轨栈H1,H2,…,Hk 处的车皮可以进入车皮出口Hk+1 。 .编程任务: 给定正整数n,和n 个车皮的初始编号a1, a2,.,an ,编程计算最少需要多少个转轨栈 才能按照规则(1)和(2)调度车皮,使车皮在车皮出口按照1,2,…,n 的顺序输出。 .数据输入: 由文件input.txt 给出输入数据。第1 行有1 个正整数n,表示有n 个车皮。第2 行是n 个车皮的初始编号a1, a2,.,an 。-wagon optimal scheduling problem. Problem description : In a train station, k, k track connected to the side of the tracks, forming k stack rail transition from left to right followed credited to H1, H2, ..., Hk as in the figure below. Which left orbit for imported cars (credited to H0), the right track for exports (credited as a Hk), the No. a1, a2,. , An n-wagon from the entrance into the transition stack followed by the dispatch room arrangements wagon Stack access priorities, as well as cars stack up according to the order reordering of 1,2, ..., n. The dispatch room in arranging access stack wagon order, to abide by the following rules : (1) H0 wagon entrance of cars can enter the transition stack H1, H2, ..., Hk, or directly into a wagon export Hk. (2) Transition stack H1, H2, ..., H
Platform: | Size: 29696 | Author: 无翼 | Hits:

[CSharprailqk

Description: 最优平行轨道车皮排序问题 .问题描述: 在一个列车调度站中,k 条轨道平行连接到1 条侧轨处,形成1 条主轨道和k-1 条辅助 调度轨道。主轨道记为Hk,辅助轨道从下到上依次记为H1,H2,…,Hk-1 如下图所示。其 中主轨道左边为车皮入口(记为H0),主轨道右边为出口(仍记为Hk)。编号为a1, a2,L,an 的n 个车皮从入口依次进入主轨道,由调度室安排车皮进出轨次序,并对车皮按其出轨次序 重新排序为1,2,…,n。 调度室在安排车皮进出轨次序时,遵循以下规则: (1) 车皮入口H0 处的车皮可以进入辅助轨道H1,H2,…,Hk-1 之一,或直接进 入车皮出口Hk。 (2) 辅助轨道H1,H2,…,Hk-1 处的车皮可以进入车皮出口Hk。 .编程任务: 给定正整数n,和n 个车皮的初始编号a1, a2,L,an ,编程计算最少需要多少个平行轨 道才能按照规则(1)和(2)调度车皮,使车皮在车皮出口按照1,2,…,n 的顺序输出。 .数据输入: 由文件input.txt 给出输入数据。第1 行有1 个正整数n,表示有n 个车皮。第2 行是n 个车皮的初始编号a1, a2,L,an 。 .结果输出: 将计算出的最少平行轨道数输出到文件output.txt 。-optimal parallel tracks wagon scheduling problem. Problem description : In a train station, k parallel track connected to a side track, the formation of a main track and k-assisted dispatching an orbit. The main track is recorded as Hk, auxiliary track from the next turn of the last recorded as H1, H2, ..., Hk-1 are shown in Fig. Including the main track entrance to the left of the wagon (credited to H0), the main track of the right to export (still recorded as Hk). No. a1, a2, L, an n-wagons from the main entrance into orbit followed by the dispatch room arrangements into cars derailed priorities, as well as cars derailed according to reorder priorities 1,2, ..., n. Room scheduling arrangements in order wagon into the derailment, to abide by the following rules : (1) H0 wagon entrance of
Platform: | Size: 62464 | Author: stzxxxstz | Hits:

[Internet-NetworkCSSsc

Description: CSS就是Cascading Style Sheets,中文翻译为“层叠样式表”,简称样式表,它是一种制作网页的新技术。 网页设计最初是用HTML标记来定义页面文档及格式,例如标题<h1>、段落<p>、表格<table>、链接<a>等,但这些标记不能满足更多的文档样式需求,为了解决这个问题,在1997年W3C(The World Wide Web Consortium)颁布HTML4标准的同时也公布了有关样式表的第一个标准CSS1, 自CSS1的版本之后,又在1998年5月发布了CSS2版本,样式表得到了更多的充实。W3C把DHTML(Dynamic HTML)分为三个部分来实现:脚本语言(包括JavaScript、Vbscript等)、支持动态效果的浏览器(包括Internet Explorer、Netscape Navigator等)和CSS样式表。 -CSS is Cascading Style Sheets. the Chinese translation for "cascading style sheet," which is abbreviated style sheet, it is a website production of new technologies. Web page design was first used to define HTML tags and page document formats, such as title
Platform: | Size: 326656 | Author: 李强 | Hits:

[BREWE808ZCDG5-FULL

Description: 三星E808水改机H1版刷机程序。行机和马行勿用。-water diverted for H1 version Brush procedures. OK machines and horse OK not to use.
Platform: | Size: 5110784 | Author: 力杰 | Hits:

[OtherCSSsuchengshouce

Description: CSS就是Cascading Style Sheets,中文翻译为“层叠样式表”,简称样式表,它是一种制作网页的新技术。 网页设计最初是用HTML标记来定义页面文档及格式,例如标题<h1>、段落<p>、表格<table>、链接<a>等,但这些标记不能满足更多的文档样式需求,为了解决这个问题,在1997年W3C(The World Wide Web Consortium)颁布HTML4标准的同时也公布了有关样式表的第一个标准CSS1, 自CSS1的版本之后,又在1998年5月发布了CSS2版本,样式表得到了更多的充实。W3C把DHTML(Dynamic HTML)分为三个部分来实现:脚本语言(包括JavaScript、Vbscript等)、支持动态效果的浏览器(包括Internet Explorer、Netscape Navigator等)和CSS样式表。
Platform: | Size: 325632 | Author: | Hits:

[Internet-NetworkNEE_ospf

Description: 工具:Dynamips, VPCS 结点: R1: 10.0.0.0/8, 90.0.0.0/8 R2: 20.0.0.0/8, 90.0.0.0/8 R3: 30.0.0.0/8, 90.0.0.0/8 H1: 10.0.0.2 H2: 20.0.0.2 H3: 30.0.0.2 要求: R1,R2,R3之间直接用串口(serial) 相连,采用X.25封装。 分配给串口的X.25地址不作限制。 目的:使得H1,H2,H3可以在IP层互通 -err
Platform: | Size: 1024 | Author: 卢天华 | Hits:

[Internet-NetworkNEE_ACL

Description: 工具:Dynamips, VPCS 结点: R1: 10.0.0.0/8, 90.0.0.0/8 R2: 20.0.0.0/8, 90.0.0.0/8 S1: ethsw(以太网交换机) H1: 10.0.0.2 H2: 20.0.0.2 H3: 10.0.0.3 要求: 在R1的E2/0上部署out扩展ACL只禁止10.0.0.3访问90.0.0.2 在R2的E0/0上部署out标准ACL只禁止来自10.0.0.2的流量 在R2的E2/0上部署反身(reflexive)ACL 允许E2/0接口接收由20.0.0.0子网主动发起的返回流量 允许E2/0接口连接的其他网络可以主动访问R2自己 禁止其他流量 -err
Platform: | Size: 1024 | Author: 卢天华 | Hits:

[assembly languageFIR2

Description: 用线性缓冲区和间接寻址方法实现FIR滤波器 * *N=5,y(n)=h0*x(n)+h1*x(n-1)+h2*x(n-2)+h3*x(n-3)+h4*x(n-4)-Linear buffer and indirect methods of addressing realize FIR filter** N = 5, y (n) = h0* x (n)+ H1* x (n-1)+ H2* x (n-2 )+ h3* x (n-3)+ h4* x (n-4)
Platform: | Size: 1024 | Author: hhh | Hits:

[assembly languageFIR3

Description: 用线性缓冲区和带移位双操作数寻址方法实现FIR滤波器 * *N=5,y(n)=h0*x(n)+h1*x(n-1)+h2*x(n-2)+h3*x(n-3)+h4*x(n-4)*-Linear buffer and with double-shift operand addressing methods realize FIR filter** N = 5, y (n) = h0* x (n)+ H1* x (n-1)+ H2* x (n-2)+ h3* x (n-3)+ h4* x (n-4)*
Platform: | Size: 1024 | Author: hhh | Hits:
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