Scilab 6.0.1
- Справка Scilab
- Scilab
- Дифференциальное счисление, интегрирование
- Основные функции
- Linear Algebra
- Interpolation
- CACSD
- Polynomials
- Signal Processing
- FFTW
- Special Functions
- Библиотека генераторов случайных чисел
- ARnoldi PACKage
- Statistics
- Sparse Matrix
- UMFPACK Interface (sparse)
- Optimization and Simulation
- Genetic Algorithms
- Simulated Annealing
- XML Management
- HDF5 Management
- Файлы: функции ввода/вывода
- Input/Output functions
- Графики
- Графики: экспорт и печать
- GUI
- Data Structures
- Parameters
- Boolean
- Целые числа
- Строки
- Sound file handling
- Time and Date
- Output functions
- Xcos
- Электронная таблица
- Командное окно
- History manager
- Matlab binary files I/O
- Matlab to Scilab Conversion Tips
- Функции для совместимости
- Функции
- Development tools
- Demo Tools
- Dynamic/incremental Link
- Windows tools
- ATOMS
- Tcl/Tk Interface
- Text editor (Scinotes)
- UI Data
- Online help management
- Parallel
- Modules manager
- Локализация
- API Scilab
- call_scilab API (Scilab engine)
- JVM
- Java из Scilab
- Java Interface
- Preferences
- Lint tool (SLint)
Please note that the recommended version of Scilab is 2025.0.0. This page might be outdated.
However, this page did not exist in the previous stable version.
Special Functions
- %k — Jacobi's complete elliptic integral
- %sn — Jacobi's elliptic function
- amell — Эллиптическая функция am Якоби
- besselh — Bessel functions of the third kind (aka Hankel functions)
- beta — beta function (Euler integral of the first kind)
- calerf — computes error functions.
- dawson — Compute the Dawson (scaled imaginary error) function.
- delip — полный и неполный эллиптический интеграл первого рода
- dlgamma — derivative of gammaln function, psi function
- erf — The error function.
- erfc — The complementary error function.
- erfcx — scaled complementary error function.
- erfi — The imaginary error function.
- erfinv — inverse error function
- findm — for elliptic filter design
- gamma — The gamma function.
- gammaln — The logarithm of gamma function.
- legendre — associated Legendre functions
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