suivant: Table des matières
monter: Symbolic algebra and Mathematics
précédent: Symbolic algebra and Mathematics
Table des matières
- $
- Xcas operators
| Derivative and n-th order
| Make a sequence or
- !
- Factorial : factorial !
- !=
- Tests : ==, !=,
| Boolean operators : or
- "
- Character and string :
- '
- Prevent evaluation : quote
- '*'
- Operator *
- '+'
- Usual complex functions :
| Usual operators :+, -,
| Operators + and -
- '-'
- Usual complex functions :
| Usual operators :+, -,
| Operators + and -
- '/'
- Operator /
- ()
- Definition : seq[] ()
- *
- Operator *
| Multiplication in
/p or
| Scalar product : scalar_product
| Multiplication of two matrices
- +
- Add an object to
| Transform an integer into
| Usual complex functions :
| Usual operators :+, -,
| Operators + and -
| Addition in
/p or
| The + operator applied
| Term by term sum
| Addition and substraction of
- +,-,*,/,^
- Usual infixed functions on
- +infinity
- Symbolic constants : e
- ,
- Concat two sequences :
- -
- Usual complex functions :
| Usual operators :+, -,
| Operators + and -
| Substraction in
/p or
| Term by term difference
| Addition and substraction of
- ->
- Difference between function and
- -infinity
- Symbolic constants : e
- .*
- Term by term product
| Hadamard product (infixed version):
- .+
- Term by term sum
| Addition and substraction of
- .-
- Term by term difference
| Addition and substraction of
- ..
- Definition of an interval
| Sub-sequence of a sequence
- ./
- Term by term quotient
| Hadamard division (infixed version):
- .^
- Hadamard power (infixed version):
- /
- Operator /
| Division in
/p or
| Inverse in
/p :
| Inverse of a matrix
- :=
- Difference between function and
- >
- Tests : ==, !=,
- >=
- Tests : ==, !=,
- <
- Tests : ==, !=,
- <=
- Tests : ==, !=,
- &*
- Multiplication of two matrices
- &&
- Boolean operators : or
- &^
- Power of a matrix
- %
- The integer Euclidean remainder
| Xcas operators
| Computing in
/p or
| Compute in
/p[x] using
- %{ %}
- Definition : set[]
- ==
- Tests : ==, !=,
- []
- Boundaries of an interval
| Get an element of
| Sub-sequence of a sequence
| Transform a sequence into
| Lists and vectors
| Transform a sequence into
- ^
- Usual complex functions :
| Usual operators :+, -,
| Power in
/p and
| Power of a matrix
- _
- Notation of unit objects
| Notation of physical constants
- a2q
- Transform a matrix into
- abcuv
- Solving au+bv=c over polynomials:
- about
- fourier_cn
- abs
- Modulus of a complex
| Usual functions
- acos
- Usual functions
| Trigonometric functions
- acos2asin
- Transform arccos into arcsin
- acos2atan
- Transform arccos into arctan
- acosh
- Usual functions
- acot
- Trigonometric functions
- acsc
- Trigonometric functions
- add
- Sum of elements of
- adjoint_matrix
- Adjoint matrix : adjoint_matrix
- Airy_Ai
- Airy functions : Airy_Ai
- Airy_Bi
- Airy functions : Airy_Ai
- algvar
- List of variables of
- and
- Boolean operators : or
- animate
- Animation of a 2D
- animate3d
- Animation of a 3D
- animation
- Animation of a sequence
- append
- Append an element at
- apply
- Apply a function of
- approx
- Approx. evaluation : evalf
- arccos
- Usual functions
| Trigonometric functions
- arccosh
- Usual functions
- arcLen
- Length of an arc
- arcsin
- Usual functions
| Trigonometric functions
- arcsinh
- Usual functions
- arctan
- Usual functions
| Trigonometric functions
- arctanh
- Usual functions
- areaplot
- Graph of the area
- arg
- Argument of a complex
- as_function_of
- Define a fonction with
- asc
- ASCII code of a
- asec
- Trigonometric functions
- asin
- Usual functions
| Trigonometric functions
- asin2acos
- Transform arcsin into arccos
- asin2atan
- Transform arcsin into arctan
- asinh
- Usual functions
- assume
- fourier_cn
| fourier_cn
- at
- Get an element or
| Extracting element(s) of a
- atan
- Usual functions
| Trigonometric functions
- atan2acos
- Transform arctan into arccos
- atan2asin
- Transform arctan into arcsin
- atanh
- Usual functions
- atrig2ln
- Transform inverse trigonometric functions
- augment
- Concatenate two lists or
| Make a matrix from
- barycentre
- Barycenter of complex numbers
- base
- Write an integer in
- basis
- Basis of a linear
- bernoulli
- The n-th Bernoulli number
- Beta
- The function :
- Binary
- Define an operator: user_operator
- binomial
- Binomial coefficients : binomial
- bisection_solver
- fsolve or nSolve with
- bitand
- Operators bitor, bitxor, bitand
- bitor
- Operators bitor, bitxor, bitand
- bitxor
- Operators bitor, bitxor, bitand
- black
- Individual attributes
- BlockDiagonal
- Diagonal of a matrix
- blockmatrix
- Make a matrix with
- blue
- Individual attributes
- border
- Append a column to
- boxwhisker
- Statistic functions : mean,variance,stddev,
| Statistics functions acting on
- brent_solverbrent_solver
- fsolve or nSolve with
- c1oc2
- Product of two cycles
- c1op2
- Composition of a cycle
- canonical_form
- Canonical form : canonical_form
- cat
- Concat objects into a
| Transform an integer into
- ceil
- Usual functions
- ceiling
- Usual functions
- center2interval
- Intervals defined by their
- cFactor
- Complex factorisation : cFactor
- changebase
- Equivalent matrix : changebase
- char
- String defined by the
- charpoly
- Characteristic polynomial : charpoly
- chinrem
- Chinese remainders : chinrem
- cholesky
- Cholesky decomposition : cholesky
- chrem
- Chinese remainders for lists
- coeff
- Coefficients of a polynomial:
- coeffs
- Coefficients of a polynomial:
- col
- Extract rows or columns
- coldim
- Number of columns :
| Number of columns :
- collect
- Factorization : collect
- colNorm
- Matrix column norm :
| Matrix column norm :
-
- Individual attributes
| fsolve or nSolve with
- colspace
- Subspace generated by the
- comb
- Binomial coefficients : binomial
- combine
- Combine terms of same
- comDenom
- Common denominator : comDenom
- companion
- Companion matrix of a
- complexroot
- Exact bounds for complex
- concat
- Concatenate two lists or
| Make a matrix from
- confrac
- Continued fraction representation of
- conique
- Graph of a conic
- conique_reduite
- Conic reduction : conique_reduite
- conj
- Conjuguate of a complex
- contains
- Test if a value
- content
- GCD of the coefficients
- contourplot
- Contour lines: plotcontour contourplot
- convert
- Write an integer in
| Rewrite an expression with
| Convert a series expansion
| Convert units : convert
- convertir
- Rewrite an expression with
| Convert a series expansion
- cos
- Combine terms of same
| Trigonometric functions
| Rewrite an expression with
- cosh
- Usual functions
| Usual functions
- cot
- Trigonometric functions
- count
- Sum of list (or
| Count the elements of
- count_eq
- Number of elements equal
| Count the elements equal
- count_inf
- Number of elements smaller
| Count the elements smaller
- count_sup
- Number of elements greater
| Count the elements greater
- courbe_polaire
- Curve defined in polar
- crationalroot
- Exact values of the
- cross
- Cross product : cross
- crossP
- Cross product : cross
- crossproduct
- Cross product : cross
- csc
- Trigonometric functions
- cSolve
- Equation solving in
- cumSum
- Concatenation of a sequence
| Cumulated sum of the
| Cumulated sum of elements
- curl
- Rotationnal : curl
- cyan
- Individual attributes
- cycle2perm
- Transform a cycle into
- cycleinv
- Inverse of a cycle
- cycles2permu
- Product of disjoint cycles
- cyclotomic
- Cyclotomic polynomial : cyclotomic
- cZzeros
- Complex zeros of an
- degree
- Polynomial degree : degree
- delcols
- Remove rows or columns
- Delete
- Define an operator: user_operator
- delrows
- Remove rows or columns
- deltalist
- List of differences of
- denom
- Denominator of a fraction
| Denominator after simplification :
- densityplot
- 2-d graph of a
- derive
- Derivative and partial derivative
| Gradient : derive deriver
- deriver
- Derivative and partial derivative
| Gradient : derive deriver
- desolve
- Solving differential equations :
| Solving differential equations :
- det
- Determinant of a matrix
| Determinant of a matrix
| Determinant of a matrix
- det_minor
- Determinant of a sparse
- dfc
- Continued fraction representation of
- dfc2f
- Transform a continued fraction
- diag
- Diagonal of a matrix
- diff
- Derivative and partial derivative
| Gradient : derive deriver
- Digits
- Eval a real at
| Eval a real at
| Approx. evaluation : evalf
| Approx. evaluation : evalf
- dim
- Dimension of a matrix
- display
- Individual attributes
- divergence
- Divergence : divergence
- divide
- Quotient and remainder :
- divis
- The divisors of a
- divisors
- The divisors of a
- divpc
- Division by increasing power
- dnewton_solverdnewton_solver
- fsolve with the option
- dot
- Scalar product : scalar_product
- dotP
- Scalar product : scalar_product
- dotprod
- Scalar product : scalar_product
- DrawFunc
- Graph of a function
- DrawParm
- Parametric curves and surfaces
| 3D parametric surface :
- DrawPol
- Curve defined in polar
- droit
- The right member of
- DrwCtour
- Contour lines: plotcontour contourplot
- dsolve
- Solving differential equations :
- e
- Symbolic constants : e
- e2r
- Convert from a symbolic
- egcd
- Bézout's Identity : egcd
- egv
- Eigenvectors : egv eigenvectors
- egvl
- Eigenvalues : egvl eigenvalues
- eigenvals
- Eigenvalues : eigenvals
- eigenvalues
- Eigenvalues : egvl eigenvalues
- eigenvectors
- Eigenvectors : egv eigenvectors
- eigenvects
- Eigenvectors : egv eigenvectors
- eigVc
- Eigenvectors : egv eigenvectors
- eigVl
- Eigenvalues : egvl eigenvalues
- epsilon
- Replace small values by
- epsilon2zero
- Replace small values by
- equal
- Define an equation :
- equal2diff
- Transform an equation into
- equal2list
- Transform an equation into
- erf
- Error function : erf
- erfc
- Complementary error function: erfc
- euler
- The Euler indicatrix :
- eval
- Evaluate an expression :
- evala
- Evaluate algebraic expressions :
- evalb
- Evaluate booleans : evalb
- evalc
- Write a complex as
- evalf
- Transform a floating point
| Eval a real at
| Numeric evaluation : evalf
| Approx. evaluation : evalf
- evalm
- Evaluate a matrix :
- even
- Test of evenness :
- exact
- Transform a floating point
| Rational approximation : float2rational
- exp
- Usual functions
| Combine terms of same
| Rewrite an expression with
- exp2list
- Transform a boolean expression
- exp2pow
- Rewrite exp(n*ln(x)) as a
- exp2trig
- Transform complex exponentials into
- expand
- Distributivity : expand fdistrib
- expexpand
- Expand exponentials : expexpand
- expln
- Rewrite an expression with
- expr
- Transform a string into
- ezgcd
- Choosing the GCD algorithm
- f2nd
- Numerator and denominator of
| Numerator and denominator :
- factor
- Factorisation : factor
| Factorization : factor factoriser
| Factorization over
/p[x] :
| Factorize a polynomial with
| Factorization in
/p[x] :
- factor_xn
- Factorize xn in a
- factorial
- The factorial : factorial
| Factorial : factorial !
- factoriser
- Factorization : factor factoriser
| Factorization over
/p[x] :
- factors
- List of factors :
- false
- The values of a
| The values of a
- falsepos_solverfalsepos_solver
- fsolve or nSolve with
- fcoeff
- Rational function given by
- fdistrib
- Distributivity : expand fdistrib
- feuille
- Top and leaves of
| Boundaries of an interval
- fft
- Fast Fourier Transform :
- fieldplot
- Tangent field : plotfield
- filled
- Individual attributes
- float2rational
- Transform a floating point
| Rational approximation : float2rational
- floor
- Usual functions
- fMax
- Maximum and minimum of
- fMin
- Maximum and minimum of
- fourier_an
- fourier_an
- fourier_bn
- fourier_bn
- fourier_cn
- fourier_cn
- fPart
- Usual functions
- frac
- Usual functions
- fracmod
- Rebuild a fraction from
- frames
- Animation of a 2D
| Animation of a 3D
- froot
- Roots and poles of
- fsolve
- Solve equations with fsolve
| Solve systems with fsolve
- fullparfrac
- Rewrite an expression with
- funcplot
- Graph of a function
- function_diff
- Functional derivative : function_diff
- fxnd
- Numerator and denominator of
| Numerator and denominator :
- Gamma
- The function :
- gauche
- The left member of
- gauss
- Reduction of a quadratic
- gaussjord
- Gauss-Jordan reduction: rref gaussjord
- gbasis
- Gröbner basis : gbasis
- gcd
- GCD : gcd igcd
| GCD : Gcd
| GCD of two polynomials
| GCD of two polynomials
| GCD in
/p[x] :
| GCD in
/p[x] :
- gcdex
- Bézout's Identity : egcd
- genpoly
- Build a polynomial from
- getDenom
- Denominator of a fraction
| Denominator : getDenom
- getNum
- Numerator of a fraction
| Numerator : getNum
- GF
- Construction of a Galois
- grad
- Gradient : derive deriver
- gramschmidt
- Gramschmidt orthonormalization : gramschmidt
- Graph
- Graph of a function
- graphe_suite
- Graph of a recurrent
- greduce
- Gröbner reduction : greduce
- green
- Individual attributes
- groupermu
- Group generated by two
- hadamard
- Hadamard product : hadamard
- halftan
- Rewrite sin, cos, tan
- halftan_hyp2exp
- Rewrite trigonometric functions as
- hamdist
- Hamming distance bit to
- has
- Test if a variable
- hasard
- Random integers : rand
- head
- First character, middle and
| Get the first element
- hermite
- Hermite polynomial : hermite
- hessenberg
- Hessenberg matrix reduction :
- hessian
- Hessian matrix : hessian
- heugcd
- Choosing the GCD algorithm
- hilbert
- Hilbert matrix : hilbert
- hold
- Prevent evaluation : quote
- horner
- Evaluate a polynomial :
- hybrid_solverhybrid_solver
- fsolve with the option
- hybridj_solverhybridj_solver
- fsolve with the option
- hybrids_solverhybrids_solver
- fsolve with the option
- hybridsj_solverhybridsj_solver
- fsolve with the option
- hyp2exp
- Rewrite hyperbolic functions as
- i
- Symbolic constants : e
- iabcuv
- Solving au+bv=c in
:
- ibasis
- Basis of the intersection
- ibpdv
- ibpdv
- ibpu
- ibpu
- ichinrem
- Chinese remainders : ichinrem,
- ichrem
- Chinese remainders : ichinrem,
- id
- Usual functions
- identity
- Identity matrix : idn
- idivis
- The divisors of a
- idn
- Identity matrix : idn
- iegcd
- Bézout's Identity : iegcd
- ifactor
- Decomposition into prime factors
- ifactors
- List of prime factors
- ifft
- Inverse Fast Fourier Transform
- igcd
- GCD : gcd igcd
- igcdex
- Bézout's Identity : iegcd
- ihermite
- Hermite normal form :
- ilaplace
- Laplace transform and inverse
- im
- Imaginary part of a
- imag
- Imaginary part of a
- image
- Image of a linear
- implicitplot
- Implicit graph: plotimplicit implicitplot
- indets
- List of variables :
- inequationplot
- Graph of inequations with
- infinity
- Symbolic constants : e
- inString
- Find a character in
- Int
- Antiderivative and definite integral
| Antiderivative and definite integral
- intDiv
- The integer Euclidean quotient
- integer
- Fourier coefficients : fourier_an
- integrate
- Antiderivative and definite integral
- interactive_odeplot
- Interactive plotting of solutions
- interactive_plotode
- Interactive plotting of solutions
- interp
- Lagrange's polynomial : lagrange
- intersect
- Intersection of two sets
- interval2center
- Center of an interval
- inv
- Inverse in
/p :
| Inverse of a matrix
| Inverse of a matrix
- inverse
- Inverse of a matrix
| Inverse of a matrix
- iPart
- Usual functions
- iquo
- The integer Euclidean quotient
- iquorem
- Euclidean quotient and euclidean
- irem
- The integer Euclidean remainder
- is_cycle
- Checking for a cycle
- is_permu
- Checking for a permutation
- is_prime
- Test of primality :
- is_pseudoprime
- Test of pseudo-primality :
- ismith
- Smith normal form :
- isom
- Recognize an isometry :
- ithprime
- The n-th prime number
- jacobi_symbol
- Jacobi symbol : jacobi_symbol
- jordan
- Jordan normal form :
- JordanBlock
- Jordan bloc : JordanBlock
- ker
- Kernel of a linear
- kernel
- Kernel of a linear
- l1norm
- Norms of a vector
- l2norm
- Norms of a vector
| l2 matrix norm :
- lagrange
- Lagrange's polynomial : lagrange
- laguerre
- Laguerre polynomials: laguerre
- laplace
- Laplace transform and inverse
- laplacian
- Laplacian : laplacian
- lcm
- The least common multiple
| LCM of two polynomials
- lcoeff
- Leading coefficient of a
- ldegree
- Polynomial valuation : valuation
- left
- Boundaries of an interval
| The left member of
- legendre
- Legendre polynomials: legendre
- legendre_symbol
- Legendre symbol : legendre_symbol
- length
- Length of a list
- lgcd
- GCD of a list
- lhs
- The left member of
- limit
- Limites : limit
| Integral and limit
- limite
- Integral and limit
- lin
- Linearize exponentials : lin
- line
- Draw a line :
- LineHorz
- Draw an 2D horizontal
- LineTan
- Tangent to a 2D
- LineVert
- Draw a 2D vertical
- linsolve
- Linear system solving: linsolve
- list2mat
- Make a matrix with
- lll
- Short basis of a
- ln
- Usual functions
| Combine terms of same
| Rewrite an expression with
- lname
- List of variables :
- lncollect
- Collect logarithms : lncollect
- lnexpand
- Expand logarithms : lnexpand
- log
- Usual functions
| Combine terms of same
- log10
- Usual functions
- logb
- Usual functions
- lu
- LU decomposition : lu
| LU decomposition (for TI
- lvar
- List of variables and
- magenta
- Individual attributes
- makelist
- Make a list with
- makemat
- Build a matrix with
- makesuite
- Transform a list into
- makevector
- Transform a sequence into
- map
- Apply a function of
- maple_ifactors
- Matrix of factors :
- mat2list
- Make a list with
| Make a list with
- matrix
- Rewrite an expression with
| Define a matrix :
- max
- Usual functions
- maxnorm
- Norms of a vector
| l matrix norm :
- mean
- Statistic functions : mean,variance,stddev,
| Statistics functions acting on
- median
- Statistic functions : mean,variance,stddev,
| Statistics functions acting on
- member
- Test if a value
- mid
- First character, middle and
| Extract a sub-list :
| Extract a sub-list :
- min
- Usual functions
- minus
- Difference of two sets
- mkisom
- Find the matrix of
- mksa
- Convert units into MKSA
- mod
- The integer Euclidean remainder
| Compute in
/p[x] using
- modgcd
- Choosing the GCD algorithm
- mods
- The integer Euclidean remainder
- mRow
- Multiply a row by
- mRowAdd
- Add k times a
- mul
- Product : product mul
- mult_c_conjugate
- Multiplication by the complex
- mult_conjugate
- Multiplication by the conjugate
- ncols
- Number of columns :
- nCr
- Binomial coefficients : binomial
- nDeriv
- Approximate computation of the
- newList
- Make a list with
- newMat
- Zero matrix : newMat
- newton
- Approximate solution of an
- newton_solvernewton_solver
- fsolve or nSolve with
- newtonj_solvernewtonj_solver
- fsolve with the option
- nextprime
- The smallest pseudo-prime greater
- nInt
- Approximate computation of integrals
- nop
- Transform a sequence into
- nops
- Length of a list
- norm
- Norms of a vector
| l2 matrix norm :
- normal
- Normal form : normal
| Expand and reduce :
| Addition in
/p or
| Substraction in
/p or
| Multiplication in
/p or
| Power in
/p and
- normalize
- The normalized complex number
| Normalize a vector :
- not
- Boolean operators : or
- nPr
- Arrangements : perm nPr
- nrows
- Number of rows :
- nSolve
- Solve equations with fsolve
- nstep
- Graph of a function
- nullspace
- Kernel of a linear
| Kernel of a linear
- numer
- Numerator of a fraction
| Numerator after simplification :
- odd
- Test of oddness :
- odeplot
- Plotting a solution of
- odesolve
- Approximate solution of y'=f(t,y)
| Approximate solution of the
- of
- Apply a function of
- op
- Top and leaves of
| Boundaries of an interval
| Transform a list into
- or
- Boolean operators : or
- ord
- ASCII code of a
- order_size
- Taylor expansion : taylor
| Series expansion : series
- p1oc2
- Composition of a permutation
- p1op2
- Product of two permutations
- pa2b2
- Solving a2 + b2
- pade
- Padé expansion: pade
- paramplot
- Parametric curves and surfaces
| 3D parametric surface :
- parfrac
- Rewrite an expression with
- pari
- Access to PARI/GP commands:
- part
- Sub-expression of an expression
- partfrac
- Rewrite an expression with
| Partial fraction expansion :
- pcar
- Characteristic polynomial : charpoly
- pcar_hessenberg
- Characteristic polynomial using Hessenberg
- pcoef
- Coefficients of a polynomial
- pcoeff
- Coefficients of a polynomial
- perm
- Arrangements : perm nPr
- perminv
- Inverse of a permutation
- permu2cycles
- Decomposition as a product
- permu2mat
- Transform a permutation into
| LU decomposition : lu
- permuorder
- Order of a permutation
- peval
- Evaluation of a polynomial
- phi
- The Euler indicatrix :
- pi
- Symbolic constants : e
- pivot
- Step by step Gauss-Jordan
- plot
- 2d graph for Maple
- plot3d
- 3d surfaces for Maple
- plotarea
- Graph of the area
- plotcontour
- Contour lines: plotcontour contourplot
- plotdensity
- 2-d graph of a
- plotfield
- Tangent field : plotfield
- plotfunc
- Table of values and
| Graph of a function
- plotimplicit
- Implicit graph: plotimplicit implicitplot
- plotinequation
- Graph of inequations with
- plotode
- Plotting a solution of
- plotparam
- Parametric curves and surfaces
| 3D parametric surface :
- plotpolar
- Curve defined in polar
- plotseq
- Table of values and
| Graph of a recurrent
- pmin
- Minimal polynomial : pmin
- point_milieu
- Graph of the area
- polarplot
- Curve defined in polar
- poly2symb
- Convert to a symbolic
- polyEval
- Evaluation of a polynomial
- polynom
- Rewrite an expression with
| Convert a series expansion
- potential
- Potential : potential
- pow2exp
- Rewrite a power as
- powermod
- Compute
an mod p :
- powexpand
- Expand powers : powexpand
- powmod
- Compute
an mod p :
- prepend
- Prepend an element at
- preval
- Evaluate a primitive at
- prevprime
- The greatest pseudo-prime less
- primpart
- Primitive part of a
- product
- Product : product mul
| Multiplication of elements of
| Hadamard product : hadamard
- proot
- Numeric roots of a
- propfrac
- Integer and fractional part
| Integer and fractional part
| Integer and fractional part
- Psi
- Derivatives of the DiGamma
- psrgcd
- Choosing the GCD algorithm
- ptayl
- Rewrite in terms of
- purge
- fourier_cn
- q2a
- Matrix of a quadratic
- qr
- QR decomposition : qr
| QR decomposition (for TI
- quadrique
- Graph of a quadric
- quadrique_reduite
- Quadric reduction : quadrique_reduite
- quantile
- Statistic functions : mean,variance,stddev,
| Statistics functions acting on
- quartiles
- Statistic functions : mean,variance,stddev,
| Statistics functions acting on
- quo
- Euclidean quotient : quo
| Euclidean quotient : Quo
| Euclidian quotient : quo
| Euclidean quotient : Quo
- quorem
- Quotient and remainder :
| Euclidian quotient and euclidian
- quote
- Character and string :
| Prevent evaluation : quote
- r2e
- Convert to a symbolic
- rand
- Random integers : rand
- randMat
- Random matrix : ranm
- randmatrix
- Random matrix : ranm
- randperm
- Random permutation : randperm
- randpoly
- Random polynomial : randpoly
| Random polynomial : randpoly
- randvector
- Make a random vector
- rank
- Rank of a matrix
- ranm
- Random list : ranm
| Random matrix : ranm
- rat_jordan
- Rational Jordan matrix :
- rationalroot
- Exact values of rational
- ratnormal
- Normal form for rational
- rdiv
- Usual prefixed functions on
- re
- Real part of a
- real
- Real part of a
- realroot
- Exact bounds for real
- rectangle_droit
- Graph of the area
- rectangle_gauche
- Graph of the area
- red
- Individual attributes
- ref
- Gauss reduction of a
- rem
- Euclidean remainder : rem
| Euclidien remainder: Rem
| Euclidian remainder : rem
| Euclidien remainder: Rem
- remain
- The integer Euclidean remainder
- remove
- Remove elements of a
- reorder
- Change the order of
- residue
- Résidu d'une expression en
- resoudre
- Factorisation : factor
| Gradient : derive deriver
| Intersection of a 2D
- resultant
- Resultant of two polynomials
- reverse_rsolve
- Finding linear recurrences :
- revlist
- Reverse order in a
- rhs
- The right member of
- right
- Boundaries of an interval
| The right member of
- romberg
- Approximate computation of integrals
- root
- n-th root : root
- rootof
- Compute with the exact
- roots
- Exact roots of a
- rotate
- Reverse a list starting
- round
- Usual functions
- row
- Extract rows or columns
- rowAdd
- Add a row to
- rowdim
- Number of rows :
| Number of rows :
- rowNorm
- Matrix row norm :
| Matrix row norm :
- rowspace
- Subspace generated by the
- rowSwap
- Exchange two rows :
- rref
- Row reduction to echelon
| Row reduction to echelon
| Gauss-Jordan reduction: rref gaussjord
- scalar_product
- Scalar product : scalar_product
- scalarProduct
- Scalar product : scalar_product
- sec
- Trigonometric functions
- secant_solversecant_solver
- fsolve or nSolve with
- select
- Select the elements of
- semi_augment
- Make a matrix from
- seq
- Make a sequence or
- seq[]
- Definition : seq[] ()
- seqplot
- Graph of a recurrent
- series
- Series expansion : series
- set[]
- Definition : set[]
- shift
- Permuted list from its
- sign
- Usual functions
- signature
- Signature of a permutation
- simp2
- Simplification of a pair
| Simplify : simp2
- simplex_reduce
- Linear Programmation
- simplify
- Simplify : simplify
| Simplify : simplify
- simult
- Solving A*X=B : simult
- sin
- Usual functions
| Combine terms of same
| Trigonometric functions
| Rewrite an expression with
- sincos
- Transform complex exponentials into
| Rewrite an expression with
- sinh
- Usual functions
- size
- Length of a list
- sizes
- Sizes of a list
- smod
- The integer Euclidean remainder
- solve
- Factorisation : factor
| Gradient : derive deriver
| Solving equation(s): solve
| Intersection of a 2D
- sommet
- Top and leaves of
| Boundaries of an interval
- sort
- Sort : sort
- SortA
- Sort a list by
- SortD
- Sort a list by
- spline
- Natural splines: spline
- split
- Separation of variables :
- sq
- Usual functions
- sqrfree
- Square-free factorization : sqrfree
- sqrt
- Usual functions
- stddev
- Statistic functions : mean,variance,stddev,
| Statistics functions acting on
- stddevp
- Statistic functions : mean,variance,stddev,
- steffenson_solversteffenson_solver
- fsolve or nSolve with
- string
- Rewrite an expression with
- sturm
- Sturm sequences and number
- sturmab
- Number of zeros in
- sturmseq
- Sturm sequences : sturmseq
- subMat
- Extract a sub-matrix of
- subs
- Substitue a variable by
- subsop
- Modify an element in
| Modify an element or
- subst
- Substitue a variable by
- sum
- Discrete summation: sum
| Sum of elements of
| Addition of elements of
- sum_riemann
- Riemann sum : sum_riemann
- suppress
- Remove an element in
- svd
- Singular value decomposition :
- sylvester
- Sylvester matrix of two
- symb2poly
- Convert from a symbolic
- syst2mat
- Matrix of a system
- table
- Table with string as
- tablefunc
- Array of values of
| Table of values and
- tableseq
- Table of values and
- tail
- First character, middle and
| Remove the first element
- tan
- Usual functions
| Trigonometric functions
| Rewrite an expression with
- tan2cossin2
- Rewrite tan(x) with cos(2x)
- tan2sincos
- Transform tan(x) into sin(x)/cos(x)
- tan2sincos2
- Rewrite tan(x) with sin(2x)
- tangent
- Tangent to a 2D
- tanh
- Usual functions
- taylor
- Taylor expansion : taylor
- tchebyshev1
- Tchebychev polynomials of first
- tchebyshev2
- Tchebychev polynomial of second
- tcoeff
- Trailing coefficient degree of
- tcollect
- Put together sine and
| Put together sine and
- texpand
- Expand a transcendental and
| Expand a transcendental and
- tlin
- Linearize a trigonometric expression
- trace
- Trace of a matrix
- tran
- Transpose of a matrix
- transpose
- Transpose of a matrix
- trapeze
- Graph of the area
- trig
- Combine terms of same
- trig2exp
- Transform trigonometric functions into
- trigcos
- Simplify and express preferentially
- trigexpand
- Expand a trigonometric expression
- trigsin
- Simplify and express preferentially
- trigtan
- Simplify and express preferentially
- trn
- Transconjugate of a matrix
- true
- The values of a
| The values of a
- trunc
- Usual functions
- truncate
- Truncate of order n
- tsimplify
- Simplify complex exponentials :
- ufactor
- Factorize an unit :
- unapply
- Transform an expression into
- unfactored
- Implicit graph: plotimplicit implicitplot
- union
- Union of two sets
- unitV
- The normalized complex number
| Normalize a vector :
- unquote
- Force evaluation : unquote
- user_operator
- Define an operator: user_operator
- usimplify
- Simplify an unit :
- valuation
- Polynomial valuation : valuation
- vandermonde
- Vandermonde matrix : vandermonde
- variance
- Statistic functions : mean,variance,stddev,
| Statistics functions acting on
- vpotential
- Conservative flux field :
- white
- Individual attributes
- xor
- Boolean operators : or
- xstep
- Graph of a function
- yellow
- Individual attributes
- ystep
- Graph of a function
- zeros
- Zeros of an expression
- zeta
- The function :
- zip
- Apply a bivariate function
- zstep
- Graph of a function
giac documentation written by Renée De Graeve and Bernard Parisse