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Description: ASN.1 BER DER编码子集入门指南.pdf-ASN.1 BER DER subset tutorial
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Size: 416473 |
Author: 1234 |
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Description: 本文简单介绍了OSI 抽象语法符号（ASN.1）的子集——基本编码规则（BER）和可辨别编码规则（DER）。本文的主要目的是为理解和实现PKCS协议族提供足够的背景材料。
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Size: 418123 |
Author: cloudfw |
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Description: ASN.1 BER DER编码子集入门指南.pdf-ASN.1 BER DER subset tutorial
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Size: 415744 |
Author: 1234 |
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Description: ASN.1 to C/C++的编译器源码.支持BER/DER/CER/BASIC-XER/CXER/PER编码方式,编译目标语言C/C-ASN.1 to C/C compiler source. Support BER/DER/CER/BASIC-XER/CXER/PER encoding, language compiler target C/C
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Size: 925696 |
Author: Nick |
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Description: 一共有5个程序源代码，运行效果很不错的，希望对大家有所帮助~~
-a total of five source code, operating results were quite good, we hope to help ~ ~
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Size: 272384 |
Author: zeng |
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Description: JAC (Java Asn.1 Compiler) is a tool for you if you want to
(1) parse your asn.1 file
(2) create .java classes of data types defined in your asn.1 file and
(3) do encoding/decoding of instances of your generated classes.
BER, CER and DER are all supported. Just download and import it into your eclipse workspace.
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Size: 717824 |
Author: guoyun |
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Description: 重組X:然後關機
for /f "tokens=1,2,3 delims=, " a in ( date/t ) do Echo. c b a >> D:\log.txt
Echo. X: >> D:\log.txt
tsshutdn /PowerDown
PAUSE-for /f "tokens=1,2,3 delims=, " a in ( date/t ) do Echo. c b a >> D:\log.txt
Echo. X: >> D:\log.txt
tsshutdn /PowerDown
PAUSE
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Size: 5120 |
Author: pen |
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Description: The Van der Pol Circuit using matlab
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Size: 3072 |
Author: merahlah |
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Description: ASN.1编解码模块，经典代码，实现了ASN.1各种编码方式的BER,DER,PER,XER的编码解码，代码非常美妙，是C的经典-ASN.1 encoding and decoding modules, the classic code, and implements the various ASN.1 encoding of the BER, DER, PER, XER encoding decoding, the code is very wonderful, is the classic C
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Size: 116736 |
Author: 黄杰凯 |
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Description: This a collection of simulink blocks implementing simple nonlinear dynamical systems that generate attractors.
Two types of general 3D simulink scopes (coded in the s-functions sfunxyz.m and sfunxyzd.m) are used to display in 3D, the evolution of the system during the simulation.
Currently (March 2007), the featured systems are Lorenz, Van Der Pol, simple Lotka-Volterra, competitive N-D Lotka Volterra and Henon.-This is a collection of simulink blocks implementing simple nonlinear dynamical systems that generate attractors.
Two types of general 3D simulink scopes (coded in the s-functions sfunxyz.m and sfunxyzd.m) are used to display in 3D, the evolution of the system during the simulation.
Currently (March 2007), the featured systems are Lorenz, Van Der Pol, simple Lotka-Volterra, competitive N-D Lotka Volterra and Henon.
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Size: 37888 |
Author: Mike Gao |
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Description: asn1 ber der 编码子集入门指南说明文档
RSA实验室的一份技术笔记本文简单介绍了OSI 抽象语法符号（ASN.1）的子集——基本编码规则（BER）和可辨别编码规则（DER）。本文的主要目的是为理解和实现PKCS协议族提供足够的背景材料。-asn1 ber der encoding a subset of the Getting Started documentation RSA Laboratories Technical notebook paper a brief introduction of the OSI Abstract Syntax Notation (ASN.1) a subset of- Basic Encoding Rules (BER) and identifiable Encoding Rules (DER) . The main purpose of this paper is to understand and implement PKCS protocol suite to provide sufficient background material.
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Size: 415744 |
Author: 张乾亮 |
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Description: an function to convert pem certification to der format in linux kernel, include the list.h for test it in user space
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Size: 2048 |
Author: hu jun |
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Description: ASN1资料，BER DER编码指南，希望有用-ASN1 data, BER DER coding guidelines
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Size: 415744 |
Author: pc |
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Description: VanderPoll oscilator simulation
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Size: 102400 |
Author: maque |
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Description: Exercise 1
The following differential equations describe the Van der Pol oscillator
dx/dt = μ(x − 1/3x3− y) (1)
dy/dt = (1/μ)x
Set μ = 1 and simulate the behaviour of this system. Illustrate the fact that, for non-zero values
of the initial conditions, the states of the system converge to a limit cycle. Identify the period of the trajectories on the limit cycle. Show that if μ is increased then the limit cycle becomes more elongated.
-Exercise 1
The following differential equations describe the Van der Pol oscillator
dx/dt = μ(x − 1/3x3− y) (1)
dy/dt = (1/μ)x
Set μ = 1 and simulate the behaviour of this system. Illustrate the fact that, for non-zero values
of the initial conditions, the states of the system converge to a limit cycle. Identify the period of the trajectories on the limit cycle. Show that if μ is increased then the limit cycle becomes more elongated.
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Size: 8192 |
Author: sam |
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Description: Van der Pol Oscillator (chaotic map)
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Size: 1024 |
Author: Andri |
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Description: 经典的范德波尔方程计算程序。主要在matlab程序中计算在一般情况下的积分及曲线分布情形。-Classic van der Pol equation. The matlab program counted in the general integral curve distribution.
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Size: 3072 |
Author: Teddy |
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Description: multi der functions control and protection of microgrids
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Size: 2404352 |
Author: chethan |
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Description: van der pol 方程的求解，微分方程的求解-to slove some equations
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Size: 9216 |
Author: jessica |
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Description: Van der Pol非线性微分方程的解与图形(Solutions and graphs of Van der Pol nonlinear differential equations)
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Size: 130048 |
Author: nicolasTU |
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