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1
Computer Algebra and Symbolic Computation: Mathematical Methods
AK Peters, Ltd.
Joel S. Cohen
polynomial
polynomials
theorem
gcd
equation
algorithm
factorization
simplification
algebraic
remainder
degree
integer
rational
simplify
factors
product
coefficients
suppose
coefficient
operand
figure
equations
zero
integers
automatic
irrreducible
reduction
square
expansion
consider
implies
monomial
maple
txt
operands
decomposition
simplified
satisfies
mathematica
divisor
fraction
mupad
approach
obtained
cont
gröbner
resultant
positive
gpe
quotient
Tahun:
2003
Bahasa:
english
File:
PDF, 4.69 MB
Tag Anda:
0
/
0
english, 2003
2
Computer Algebra and Symbolic Computation: Mathematical Methods
A K Peters/CRC Press
Joel S. Cohen
polynomial
polynomials
theorem
gcd
equation
algorithm
factorization
algebraic
remainder
degree
integer
rational
simplify
factors
product
coefficients
simplification
suppose
definition
operand
coefficient
figure
equations
zero
field
integers
automatic
irrreducible
reduction
square
expansion
consider
implies
monomial
maple
txt
operands
first
decomposition
mathematica
satisfies
simplified
divisor
fraction
mupad
approach
obtained
cont
gröbner
resultant
Tahun:
2003
Bahasa:
english
File:
PDF, 6.01 MB
Tag Anda:
0
/
0
english, 2003
3
Computer algebra and symbolic computation: mathematical methods
A K Peters/CRC Press
Joel S. Cohen
polynomial
polynomials
theorem
gcd
equation
algorithm
factorization
algebraic
remainder
degree
integer
rational
simplify
factors
product
coefficients
simplification
suppose
definition
operand
coefficient
figure
equations
zero
field
integers
automatic
irrreducible
reduction
square
expansion
consider
implies
monomial
maple
txt
operands
first
decomposition
mathematica
satisfies
simplified
divisor
fraction
mupad
approach
obtained
cont
gröbner
resultant
Tahun:
2003
Bahasa:
english
File:
PDF, 3.13 MB
Tag Anda:
0
/
4.5
english, 2003
1
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