Assoz. Prof. Lukas Einkemmer
Phone:
+43 512 507 53818
Fax:
+43 512 507 53899
E-Mail:
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Address:
Technikerstraße 13
Office 706
A-6020 Innsbruck
PhD, Dipl.-Ing., BSc (applied mathematics)
MSc (physics)
Curriculum vitae List of publications Past teaching
Teaching (summer term 2019)
Effizientes Lösen von Partiellen Differentialgleichungen auf modernen Computersystemen
Modeling
The last lecture will be on Thursday 06.06.2019.
Exercise sheet 1
Exercise sheet 2
Exercise sheet 3
Exercise sheet 4
Exercise sheet 5
Exercise sheet 6
Exercise sheet 7
We willl use this book. The pdf version can be accessed and downloaded inside the University network.
Numerische Mathematik 2
Teaching (winter term 2018/2019)
Numerische Mathematik 1
Course syllabus for the PS
Introduction to programming exercises
Exercise sheet 1
Exercise sheet 2 Solution to exercise 1.15
Exercise sheet 3
Exercise sheet 4 Solution to exercise 2.5
Exercise sheet 5
Exercise sheet 6
Exercise sheet 7
Exercise sheet 8
Introduction to Higher Numerical Mathematics
Exercise sheet 1
Exercise sheet 2
Exercise sheet 3
Exercise sheet 4
Exercise sheet 5
Exercise sheet 6
Exercise sheet 7
Exercise sheet 8
Scientific computing
Slides will be available in OLAT.
Teaching (summer term 2017)
Exercises (21.03)
Exercises (04.04)
Exercises (02.05) mybandwidth
Exercises (09.05)
Exercises (15.05)
Teaching (winter term 2016/2017)
Syllabus/extended projects
Exercises (11.10)
Exercises (18.10)
Exercises (25.10)
Exercises (08.11)
Exercises (15.11)
Exercises (29.11)
Scientific computing (slides+source code)
Teaching (summer term 2016)
Klausur1 Klausur2
Blatt 1
Blatt 2
Blatt 3
Blatt 4
Blatt 5
Blatt 6
Blatt 7
Blatt 8
Blatt 9
Blatt 10
Blatt 11
Teaching (winter term 2015/2016)
Syllabus
exercises (13.10)
exercises (20.10), solution of exercise 4 (Antholzer, Sappl, Berger)
exercises (3.11)
exercises (24.11)
exercises (01.12)
Teaching (summer term 2015)
Syllabus
Exercises (09.03,10.03)
Exercises (20.04)
Linux/C++/MPI slides and examples
Source code (Poisson challange)
Multigrid slides
Domain decomposition slides
Exercises (26.05)