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1
่กๅๅผๅ ฅ้จ(2024็)
111
septsea
๐ด
๐
๐
๐
๐
๐
๐ต
๐ฅ
๐
๐
๐ถ
๐
โ
๐
๐
๐
๐1
๐1
๐
๐
๐ข
๐๐
๐ฆ
๐2
๐ก
๐2
้ถ
๐1
๐๐
๐๐
๐
๐ฅ๐
๐ท
๐
ๅ
๐๐
๐ฃ
๐1
ๆจ
๐1
ๅพ
ๆฏ
๐๐
๐2
๐
๐ธ
๐๐
๐๐
ๅฝ
็บณ
ๅนด:
2024
่จ่ช:
chinese
ใใกใคใซ:
PDF, 987 KB
ใใชใใฎใฟใฐ:
0
/
4.0
chinese, 2024
2
่กๅๅผๅ ฅ้จ
ไฝๅ
๐ด
๐
๐
๐
๐
๐ต
๐
๐
๐ฅ
โ
๐
๐
๐1
๐ถ
๐2
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๐
๐๐
้ถ
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๐2
๐
๐
๐
๐ก
๐1
๐
๐๐
ๆจ
๐
๐๐
๐ท
๐2
๐
ๅฝ
็บณ
ๅฝ
้
๐1
ๅพ
ๆฏ
๐ธ
๐ด๐
๐๐
๐2
๐๐
๐ข
๐1
ๅนด:
2023
่จ่ช:
chinese
ใใกใคใซ:
PDF, 777 KB
ใใชใใฎใฟใฐ:
0
/
0
chinese, 2023
3
Modern Optimization Modelling Techniques
Birkhรคuser Basel
Roberto Cominetti
,
Francisco Facchinei
,
Jean B. Lasserre (auth.)
๐
๐
๐ฅ
๐
๐
๐
โ
theorem
๐
๐
๐
๐ก
optimization
solution
polynomial
๐
๐
โ๐
convex
๐ฆ
๐
๐
equilibrium
polynomials
๐
semide๏ฌnite
๐
๐
optimal
โ
๐๐
๐ฅ1
๐
๐น
๐
algorithm
๐ด
๐
๐ฅ๐
๐๐
๐ถ
function
positive
global
s.o.s
nonnegative
vector
๐ค
variables
๐
ๅนด:
2012
่จ่ช:
english
ใใกใคใซ:
PDF, 7.35 MB
ใใชใใฎใฟใฐ:
0
/
0
english, 2012
4
Modern Optimization Modelling Techniques
Birkhauser
Cominetti R.
,
Facchinei F.
,
Lasserre J.
๐
๐
๐ฅ
๐
๐
๐
โ
theorem
๐
๐
๐
polynomial
๐
๐
๐ก
solution
optimization
๐
๐
โ๐
convex
polynomials
๐ฆ
๐
๐
๐
semide๏ฌnite
๐๐
optimal
โ
๐
๐
๐
๐๐
algorithm
equilibrium
๐ถ
๐ฅ๐
๐ฅ1
s.o.s
positive
nonnegative
๐ด
global
๐ค
matrix
degree
๐
๐ง
compact
ๅนด:
2012
่จ่ช:
english
ใใกใคใซ:
PDF, 1.80 MB
ใใชใใฎใฟใฐ:
0
/
0
english, 2012
1
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