Software Downloads for "Form F Automate"

Numerical integration from -Inf to Inf of an integrand in the form f(x)*exp(-x^2) f(x) must be a slowly varying function fn_val = GaussHermite(func, npt, varargin) func is a handle for f(x) npt is the number of points at which f(x) is to be evaluated. A look-up table of abscissas and weights is used, so npt must be 2, 4, 6, 8, 10, 12, 16 or 20. varargin contains any extra parameters for f TestGaussHermite(k,b) tests the integration for f(x) = 1, x^2, cos(bx), selected with k = 0, 1, 2 respectively.

  • Platform: Matlab, Scripts
  • Publisher: Stephen Bocquet
  • Date: 11-03-2013
  • Size: 10 KB

Let us suppose a set of non-linear equations in the form F(m) = d (m,d are vectors, F is a vector function of vector argument). ANNI tries to construct suitable numerical approximation for inverse projection of d to m, i.e. to find numerical form of G(d) = m. Such mapping may not exist in general, and therefore ANNI constructs data/model subspaces covered by population of individuals, for which the inverse G hopefully does exist at least locally. Size and shape of the population are determined adaptively by using empirical rules during the inversion.

  • Platform: Matlab, Scripts
  • Publisher: Bohuslav Ruzek
  • Date: 24-06-2013
  • Size: 276 KB

Das Mindener Tageblatt in neuer Form: Mit der App "MT ePaper+" nutzen Sie die redaktionellen Inhalte Ihrer Tageszeitung in optimierter Form fürs Tablet und Mini-Tablet. Zusätzlich haben Sie Zugriff auf die pdf-Version der gedruckten Ausgabe.

Der Download der App ist kostenlos. Zur Nutzung und zum Anzeigen der Inhalte werden Ihre Zugangsdaten zum MT-ePaper-Abonnement benötigt. Sind Sie noch kein ePaper- Abonnent, dann finden Sie weitere Informationen und Bestellmöglichkeiten unter http://www.

PerfectForms offers a smarter way to manage and monitor your business. You can build any type of interactive web form using our drag and drop graphical editor. Then simply add intelligence to your form to automate workflow routing, set automatic reminders and escalations, and easily integrate with LDAP, databases and other existing systems. Even create detailed reports to get full visibility to your business process. You can accomplish all of this without writing any code. This powerful web application enables anyone to create custom applications for all kinds of tasks, from simple HR routines like vacation requests, to intricate product management solutions, quickly, bringing new levels of efficiency into the workplace.

The function LMFsolve.m serves for finding optimal solution of an overdetermined system of nonlinear equations in the least-squares sense. The standard Levenberg- Marquardt algorithm was modified by Fletcher and coded in FORTRAN many years ago. LMFsolve is its essentially shortened version implemented in MATLAB and complemented by setting iteration parameters as options. This part of the code has been strongly influenced by Duane Hanselman's function mmfsolve.m. Next to it, a finite difference approximation of Jacobian matrix is appended to it as a nested subfunction as well as a function for dispaying of intermediate results.

  • Platform: Matlab, Scripts
  • Publisher: Miroslav Balda
  • Date: 01-02-2013
  • Size: 10 KB

The function The LMFnlsq.m serves for finding optimal solution of an overdetermined system of nonlinear equations in the least-squares sense. The standard Levenberg- Marquardt algorithm was modified by Fletcher and coded in FORTRAN many years ago (see the Reference). This version of LMFnlsq is its complete MATLAB implementation complemented by setting parameters of iterations as options. This part of the code has been strongly influenced by Duane Hanselman's function mmfsolve.m. Calling of the function is rather simple and is one of the following: LMFnlsq % for help output x = LMFnlsq(Eqns,X0); x = LMFnlsq(Eqns,X0); x = LMFnlsq(Eqns,X0); x = LMFnlsq(Eqns,X0,'Name',Value,.

  • Platform: Matlab, Scripts
  • Publisher: Miroslav Balda
  • Date: 05-06-2013
  • Size: 870 KB

Program FFT2SURF plots double Fourier series representations for several different surfaces. The figures show effects of the number of series terms and use of Lanczos sigma factors to smooth Gibbs oscillations. The Fourier series of a doubly periodic function with periods px and py has the approximate form: f(x,y) = sum( exp(2i*pi/px*k*x)*c(k,m)*exp(2i*pi/py*m*y),... k=-n:n, m=-n:n) If the function has discontinuities, a better approximation can sometimes be produced by using a smoothed function fa(x,y) obtained by local averaging of f(x,y) as follows: fa(x,y) = integral(f(x+u,y+v)*du*dv, -s<u<+s, -s<v<+s )/(4*s^2) where s is a small fraction of min(px,py).

  • Platform: Matlab, Scripts
  • Publisher: Howard Wilson
  • Date: 13-03-2013
  • Size: 10 KB

Lyapunov exponent calcullation for ODE-system. The alogrithm employed in this m-file for determining Lyapunov exponents was proposed in A. Wolf, J. B. Swift, H. L. Swinney, and J. A. Vastano, "Determining Lyapunov Exponents from a Time Series," Physica D, Vol. 16, pp. 285-317, 1985. For integrating ODE system can be used any MATLAB ODE-suite methods. This function is a part of MATDS program - toolbox for dynamical system investigation See: http://www.math.rsu.ru/mexmat/kvm/matds/ Input parameters: n - number of equation rhs_ext_fcn - handle of function with right hand side of extended ODE-system.

Single Sample Kupier Goodness-Of-Fit Hypothesis Test. Similar to Kolmogorov-Smirnov (K-S) test, but (K-S) test tend to be most sensitive around median value of the distribution and less sensitive at the distribution tails. Doesn't require any Toolbox.Find if the random sample X could have the hypothesized continuous cumulative distribution function F. Null Hypothesis Ho: "The Sample is taken form a population with cumulative distribution F(x) for all x". This is a 2-sided test. Alternative: "The population from which the sample is taken has a cumulative distribution different form F ".

  • Platform: Matlab, Scripts
  • Publisher: Daniele Mossi
  • Date: 06-06-2013
  • Size: 10 KB

Program FFTSIGMA plots Fourier series representations with sigma approximation. The figures show effects of the number of series terms and use of Lanczos sigma factors to smooth Gibbs oscillations. The Fourier series of a periodic function with period px has the approximate form: f(x) = sum( exp(2i*pi/px*k*x)*c(k),... k=-n:n) If the function has discontinuities, a better approximation can sometimes be produced by using a smoothed function fa(x) obtained by local averaging of f(x) as follows: fa(x) = integral(f(x+u)*du, -s<u<+s )/(2*s) where s is a small fraction of px.

  • Platform: Matlab, Scripts
  • Publisher: Abhishek Ballaney
  • Date: 05-06-2013
  • Size: 10 KB

If you’ve seen ExamSolutions.net desktop version but want the ease of use on your Android Mobile or Tablet without the adverts but with all the video tutorials then this app is for you or your school.

Each app in this series covers the essential topics for the module, presenting them in short video tutorials and explained in a clear mathematical style so as you can progress quickly and smoothly through the topics. There are further supplementary exercises and worked solutions from OCR and other exam boards past papers for you to try, essential to improving your grade.

The Web browser is probably the most frequently used software today, and many tasks ar highly repetitious. Internet Macros relieves the repetition of checking on the same sites every day, remembering passwords, data upload, image download, online marketing and testing web sites over and over. With Internet Macros, you record these tasks once and then let Internet Macros execute them whenever you need them. Any combination of browsing, form filling, clicking, and data extraction can be recorded into an Internet macro.

RemoteKeys can automate complex control systems, but also simple jobs like inserting text passages into Word and EMails, filling out (internet-) forms with recurring phrases etc. To do this simply click onto one of the 2500 buttons, which can be freely assigned and labeled. The macros can also be released by using the keyboard if prefered. For those wishing to make full use of RemoteKeys, there are over 400 commands available, e.g. inserting the actual date into a text, opening program groups and ordering them on screen or even to automize Excel calculations.

  • Platform: Windows
  • Publisher: Detlev Schaefer
  • Date: 21-02-2005
  • Size: 1582 KB

The Web browser is probably the most frequently used software today, and many tasks are highly repetitious. The iMacros software relieves the repetition of checking on the same sites every day, remembering passwords, data upload, image download, online marketing and functional testing and regression testing web sites over and over. With our Internet Macros technology, you record these tasks once and then let iMacros execute them whenever you need them. Any combination of browsing, form filling, clicking, and data extraction can be recorded into an Internet macro.

Make the F keys of the keyboard do whatever you like: shut down, restart, log off, open jpg mp3 exe files. It can even give parameters to the softwares that are launched. It can launch any type of file in maximized, normal or minimized state. It can be configured to execute one task when the F key is pressed once and another task when it is pressed twice..

  • Platform: Windows
  • Publisher: Software777.org
  • Date: 28-12-2005
  • Size: 2498 KB

Auto-Form Filling, Data Extraction and Web Testing Internet Explorer PlugIn The Web browser is probably the most frequently used software today, and many tasks are very repetitious. Internet Macros relieves the repetition of checking on the same sites every day, remembering passwords and filling out web forms. iMacros Browser Plugin is the only web form filler, that can automatically fill web forms that stretch over several pages. Passwords are stored securely with 256-Bit AES encryption. Web professional can use the software for functional testing and regression web testing of web applications.

  • Platform: WinOther
  • Publisher: iOpus.com
  • Date: 17-6-2009
  • Size: 2785 KB

Form Auto Fill is an automatic form filler and password manager for a wide range of users who want to symplify logon and form filling. Whether you purchase online, fill registration forms, fill and submit different forms or login websites and email accounts, Form Auto Fill helps you in any situation. Form Auto Fill saves your time by automatically filling web forms with your information. Just fill the necessary information once, and Form Auto Fill will enter and submit this data into web forms for you.

If you love the Chrome web browser, but are tired of repetitive tasks like visiting the same sites every days, filling out forms, and remembering passwords, then iMacros for Chrome is the solution you've been dreaming of! iMacros was designed to automate the most repetitious tasks on the web.***Whatever you do with Firefox, iMacros can automate it.*** Here are just a few examples of how you can use iMacros to automate your web browser and record and replay repetitious work. (1) Form Filler & Password Manager iMacros is the only form filler that can autofill web forms that stretch over several pages.

Automate XL is a useful and essential Excel utility for those who spends large time on Excel as it removes all limitations of MS Excel with accuracy. It can perform work of many useful Excel add-ins. We can say “Automate XL is an add-in of add-ins”. It fills the gaps in Excel by its 100+ command sets. After installing this, we have not to apply any extra effort to attach it with Excel, like other Excel add-ins. It will attach with MS Excel sheet by its own nature. Whenever Excel sheet will be opened it will automatically loaded and displayed as an “Automate XL” ribbon.

  • Platform: Windows
  • Publisher: pitchsoft
  • Date: 11-01-2014
  • Size: 1318 KB

Scan, fill and printout forms with ease! With this program you can fill out every form, e.g. transfer orders, cards, tax forms. You can fill out all kind of forms. You scan the form and then you can exactly see how to fill out the form..

  • Platform: WinOther
  • Publisher: CAD-KAS GbR
  • Date: 22-08-2002
  • Size: 940 KB
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