fortran: Evaluate the exponential integral E1(z) for complex arguments
标签： exponential arguments Evaluate integral
上传时间： 2015-05-27
上传用户：天涯
Expert Choice represents a significant contribution to the decision making process 工t assists a decision maker in solving complex problems involving many criteria and several courses of action . An Expert Choice solution to a problem reflects the expertise of the decision maker , not the computer . Behavioral scientists have spent many years studying the human mind and how it makes decisions . They have found that humans are influenced by their previous experiences and this causes them to have biases . Basic instincts , preferences and environmental factors also play key roles in how we analyze data and make decisions . There 15 way to remove these factors from human decision making , nor would we necessarily want to , but as the problems of our world become more and more complex , it 15 necessary for us to employ a framework to help make more logical and less biased decisions while still taking our feelings and intuition into consideration .
标签： contribution significant represents decision
上传时间： 2015-06-02
上传用户：gmh1314
Routine mampres: To obtain amplitude response from h(exp(jw)). input parameters: h :n dimensioned complex array. the frequency response is stored in h(0) to h(n-1). n :the dimension of h and amp. fs :sampling frequency (Hz). iamp:If iamp=0: The Amplitude Res. amp(k)=abs(h(k)) If iamp=1: The Amplitude Res. amp(k)=20.*alog10(abs(h(k))). output parameters: amp :n dimensioned real array. the amplitude-frequency response is stored in amp(0) to amp(n-1). Note: this program will generate a data file "filename.dat" . in chapter 2
标签： dimensione parameters amplitude response
上传时间： 2013-12-19
上传用户：xfbs821
Routine mar1psd: To compute the power spectum by AR-model parameters. Input parameters: ip : AR model order (integer) ep : White noise variance of model input (real) ts : Sample interval in seconds (real) a : Complex array of AR parameters a(0) to a(ip) Output parameters: psdr : Real array of power spectral density values psdi : Real work array in chapter 12
标签： parameters AR-model Routine mar1psd
上传时间： 2015-06-09
上传用户：playboys0
vhdl设计事例,有助于FPGA初学着,High-Performance 1024-Point Complex FFT
标签： High-Performance Complex Point vhdl
上传时间： 2013-12-20
上传用户：一诺88
本程序新建complex类，并将数学库里的“+”“-”“*”“/”符号运算进行重载，使其适用范围从实数扩展至复数。
上传时间： 2015-07-17
上传用户：270189020
The extraordinary growth of the World Wide Web has been fueled by the ability it gives authors to easily and cheaply distribute electronic documents to an international audience. As Web documents have become larger and more complex, however, Web content providers have begun to experience the limitations of a medium that does not provide the extensibility, structure, and data checking needed for large-scale commercial publishing. The ability of Java applets to embed powerful data manipulation capabilities in Web clients makes even clearer the limitations of current methods for the transmittal of document data.
标签： extraordinary the ability authors
上传时间： 2015-08-11
上传用户：ANRAN
This a collection of sample processes that provide examples ranging from how to use a particular BPEL activity such as pick or scope, to more complex examples of processes that invoke external Web services or show techniques such as handling multiple start messages.
标签： collection particular processes examples
上传时间： 2013-12-26
上传用户：sunjet
With the release of PHP 5 web developers need a guide to developing with PHP 5 to both learn its complex new features and more fully implement the long-standing features on which PHP s success is built. PHP 5 in Practice is a reference guide that provides developers with easy-to-use and easily extensible code to solve common PHP problems. It focuses on providing real code solutions to problems, allowing the reader to learn by seeing exactly what is happening behind the scenes to get your solution. Because a real-life situation will rarely match the book s example problems precisely, PHP 5 in Practice explains the solution well enough that you will understand it and can learn how to truly solve your own problem.
标签： developers developing PHP release
上传时间： 2013-12-17
上传用户：xzt
fortran CG-FFT程序 Conjugate gradient package for solving complex matrix equations
标签： Conjugate equations gradient fortran
上传时间： 2015-10-10
上传用户：dyctj
