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'''Contents'''
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[[File:Logos-tadeo-central.png]]
  
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'''1. Root finding and solutions to non-linear equations'''
 
  
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[[Media:Class1.pdf| Class 1]]
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== Syllabus ==
  
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[[Media:MatlabCourse.pdf| Matlab Introduction ]] [[Media:ProgrammingWithMATLAB.pdf ‎| Matlab Programming ]]
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* [[Media:Sibanalysis.pdf| Syllabus]]
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[[ Media:NotasPAN2015I.png | '''NOTAS 2015I''']]
  
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Article [http://persson.berkeley.edu/pub/wang_et_al2012highorder.pdf]
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== Course contents ==
  
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IEEE Template  [http://www.ieee.org/publications_standards/publications/conferences/msw_usletter_format_nov12.doc]
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'''1. Algoritmos (2 Semanas)'''
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<!-- Comment -->
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<!-- * [[Media:tallerProgramacionI.pdf| Taller programación parte I]]-->
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* [[Media:Tallerprog2.pdf| Taller programación]]
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* [[Media:MatlabCourse.pdf| Matlab Introduction ]] [[Media:ProgrammingWithMATLAB.pdf ‎| Matlab Programming ]]
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* Aprenda matlab como si estuviera en primero [http://www.fiwiki.org/images/d/db/Aprenda_Matlab_7_como_si_estuviera_en_primero.pdf]
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* Scilab [http://www.scilab.org/]
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* Matlab and Python [http://www.cert.org/flocon/2011/matlab-python-xref.pdf]
  
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'''2. Numerical approximation Rn'''
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'''2. Root finding and solutions to non-linear equations'''
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* [[Media:RootFinding.pdf| Class]]
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* Article [http://persson.berkeley.edu/pub/wang_et_al2012highorder.pdf]
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* IEEE Template  [http://www.ieee.org/conferences_events/conferences/publishing/templates.html]
  
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[[Media:APROXIMATION.pptx| Class 3]]  
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'''3. Solution to linear algebraic equations'''
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* [[Media:ClassSL.pdf| Class]]
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* Article [http://www.uwyo.edu/mathmyeung/sickel.pdf]
  
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[[Media:Taller_Aproximacion.docx| Class 4]]
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'''4. Interpolation and Approximation'''
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* [[Media:HomeworkInterpolation.pdf| Homework]]  
  
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[[Media:Participacion_en_el_ingreso_del_10%_mejor_remunerado_de_la_poblacion.xls| Data 1]]
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'''5. Numerical derivation and integration'''
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[[Media:Participacion_en_el_ingreso_del_10%_peor_remunerado_de_la_poblacion.xls| Data 2]]
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* [[Media:Class2.pdf| Class]]
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* [[Media:fd.pdf| Finite Differences Schemes ]]
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* [[Media:Fornberg 1998 - Calculation of Weights in Finite Difference Formulas.pdf| Fornberg article]]
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* Codigo [[fdcoeffF.m]]
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* [[Media:Cuadraturas_Ejemplo.pdf| Quadrature examples]]
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'''6. Ordinary differential equations'''
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* [[Media:Class31.pdf| Class]]
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'''7. Partial differential equations'''
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* [[Media:Class5.pdf| Class ]]
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* [[Media:DerivadasEspetrales.rar| Collocation spectral methods]]
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* [[Media:IdealFlows.pdf| Ideal Flows]]
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[[ Media:NotasPAN2015I.png | '''NOTAS''']]
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<!--_______________________________________________________________-->
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<!--
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== Course contents ==
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'''1. Root finding and solutions to non-linear equations''' [[Media:Notas1PAN.png| Notas ]]  
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* [[Media:Class1.pdf| Class 1]]
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* [[Media:MatlabCourse.pdf| Matlab Introduction ]] [[Media:ProgrammingWithMATLAB.pdf ‎| Matlab Programming ]]
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* Article [http://persson.berkeley.edu/pub/wang_et_al2012highorder.pdf]
 +
* IEEE Template  [http://www.ieee.org/publications_standards/publications/conferences/msw_usletter_format_nov12.doc]
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'''2. Numerical approximation Rn'''
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* [[Media:APPROXIMATION1.pptx| Class 7]]  
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* [[Media:APPROXIMATION2.pptx| Class 8]]
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'Data 1'
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'Data 2'
  
 
'''3. Solution to linear algebraic equations I'''
 
'''3. Solution to linear algebraic equations I'''
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'''5. Numerical derivation and integration'''
 
'''5. Numerical derivation and integration'''
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* [[Media:Class2.pdf| Class 2]]
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* [[Media:fd.pdf| Finite Differences Schemes ]]
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* [[Media:Fornberg 1998 - Calculation of Weights in Finite Difference Formulas.pdf| Fornberg article]]
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* Codigo [[fdcoeffF.m]]
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'''6. Numerical solution to ODEs'''
 
'''6. Numerical solution to ODEs'''
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* [[Media:ODEs.pptx| Class 1 ODEs]]
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* [[Media:EjParacaídas.xlsx| Example Class 1 ODEs]]
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* [[Media:10_133_148.pdf| Isaza paper]]
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* [[Media:Taller_ODEs.docx| ODEs Problem]]
  
 
'''7. Numerical solution to PDEs I'''
 
'''7. Numerical solution to PDEs I'''
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* [[Media: PDEs_I.pdf | Class presentation ]]
 
'''8. Numerical solution to PDEs II'''
 
'''8. Numerical solution to PDEs II'''
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* [[Media:Class3.pdf| Class 3]]
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* [[Media:IdealFlows.pdf| Ideal Flows]] -->

Latest revision as of 05:06, 27 May 2015

Logos-tadeo-central.png


[edit] Syllabus

NOTAS 2015I

[edit] Course contents

1. Algoritmos (2 Semanas)

2. Root finding and solutions to non-linear equations

3. Solution to linear algebraic equations

4. Interpolation and Approximation

5. Numerical derivation and integration

6. Ordinary differential equations

7. Partial differential equations

NOTAS


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