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تعداد ۶ پاسخ غیر تکراری از ۶ پاسخ تکراری در مدت زمان ۰,۶۳ ثانیه یافت شد.

1. Local theory of Nonlinear Anaiytic ordimary differential Equatlons

  • اطلاعات استناد دهی
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Author: Bibikov, Yuri N

Library: Central Library and Document Center of Isfahan University (Esfahan)

Subject: Differential equations- Numerical solutions ► Differential equations- Nonlinear Numerieal analysis ► Power series

Classification :
B581l

2. Local theory of nonlinear analytic ordinary differential equations

  • اطلاعات استناد دهی
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Author: Yuri N. Bibikov

Library: Library of Institute for Research in Fundamental Sciences (Tehran)

Subject: ، Differential equations -- Numerical solutions,، Differential equations, Nonlinear -- Numerical solutions,، Power series

Classification :
QA
3
.
L28
Vol
.
702

3. Local theory of nonlinear analytic ordinary differential equations

  • اطلاعات استناد دهی
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Author: Bibikov, Yuri. N. )Yuri Nikolaevich(

Library: Central Library of Sharif University of Technology (Tehran)

Subject: Numerical solutions ، Differential equations,Numerical solutions ، Differential equations, Nonlinear,، Power series

Classification :
QA
3
.
L28
no
.
702

4. Local theory of nonlinear analytic ordinary differential equations

  • اطلاعات استناد دهی
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Author: Bibikov, IUrii Nikolaevich

Library: Central Library and Documentation Center (Kerman)

Subject: ، Difference equations - Numerical solutions,، Differential equations, Nonlinear - Numerical solutions,، Power series

Classification :
QA
1
.
L4
v
.
702

5. Local theory of nonlinear analytic ordinary differential equations

  • اطلاعات استناد دهی
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Author: / Yuri Bihikov

Library: Tehran University, technical faculty libraries 1 (Tehran)

Subject: Differential equations -- Numerical solutions,Differential equations, Nonlinear -- Numerical anaysis,Power series

Classification :
QA
372
.
B43
1979

6. Local theory of nonlinear analytic ordinary differential equations

  • اطلاعات استناد دهی
  • BibTex
  • RIS
  • Endnote
  • Refer

Author: / Yuri N. Bibikov

Library: Library of College of Science University of Tehran (Tehran)

Subject: Differential equations -- Numerical solutions,Differential equations, Nonlinear -- Numerical solutions,Power series

Classification :
QA
372
.
B5
1979
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