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Transition Studies Engineering 2021/2022 /CoursesID:2579
- Most recent entry on 2021-09-21
Lecturer
Prof. Dr. Dietmar Fey
Organisational Unit
Friedrich-Alexander-Universität Erlangen-Nürnberg
Recording type
Vorlesungsreihe
Via
Studon
Language
Associated Clips
Episode
Title
Lecturer
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1
ElNuMa 0 Introduction
2021-09-14
Studon
00:25:13
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2
ElNuMa 0.2 Matlab Tutorial
2021-09-17
Studon
00:36:05
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3
ElNuMa 1.1 Number representation in computers
2021-09-15
Studon
01:07:38
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4
ElNuMa 1.2 Round-off errors and computer arithmetics
2021-09-15
Studon
00:25:35
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5
ElNuMa 1.3 Round-off errors and computer arithmetics
2021-09-15
Studon
00:58:47
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6
ElNuMa 2.1 Introduction / Refresh
2021-09-17
Studon
00:19:09
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7
ElNuMa 2.2 Gaussian Elimination
2021-09-17
Studon
01:08:16
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8
ElNuMa 2.3 Matrix Factorization (Part 1)
2021-09-17
Studon
01:07:56
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9
ElNuMa 2.3 Matrix Factorization (Part 2)
2021-09-17
Studon
00:47:48
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10
ElNuMa 2.4 Computational Complexity
2021-09-17
Studon
00:41:49
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11
ElNuMa 3.1 Introduction
2021-09-17
Studon
00:39:49
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12
ElNuMa 3.2 Norms of Vectors and Matrics (Part 1)
2021-09-17
Studon
00:48:23
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13
ElNuMa 3.2 Norms of Vectors and Matrics (Part 2)
2021-09-17
Studon
00:58:55
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14
ElNuMa 3.3 Eigenvalues and Eigenvectors
2021-09-17
Studon
01:16:24
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15
ElNuMa 3.4 Special Types of Matrices
2021-09-17
Studon
00:25:03
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16
ElNuMa 3.5 Splitting Methods (Part 1)
2021-09-17
Studon
01:12:29
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17
ElNuMa 3.5 Splitting Methods (Part 2)
2021-09-17
Studon
01:12:17
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18
ElNuMa 3.6 Error Bounds
2021-09-17
Studon
00:38:39
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19
ElNuMa 3.7 Conjugate Gradient Method (Part 1)
2021-09-17
Studon
00:38:01
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20
ElNuMa 3.7 Conjugate Gradient Method (Part 2)
2021-09-20
Studon
01:13:43
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21
ElNuMa 4.1 Introduction
2021-09-17
Studon
00:36:05
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22
ElNuMa 4.2 Interpolation and the Lagrange Polynomial (Part 1)
2021-09-17
Studon
01:13:18
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23
ElNuMa 4.2 Interpolation and the Lagrange Polynomial (Part 2)
2021-09-17
Studon
01:05:22
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24
ElNuMa 4.3 Divided Differences
2021-09-17
Studon
01:13:42
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25
ElNuMa 4.4 Hermite Interpolation and Cubic Splines
2021-09-17
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00:59:43
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26
ElNuMa 5.1 Numerical differentiation and integration
2021-09-20
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01:48:45
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27
ElNuMa 5.2 Elements of Numerical Integration
2021-09-20
Studon
01:10:52
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28
ElNuMa 5.3 Composite Numerical Integration
2021-09-20
Studon
01:02:12
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29
ElNuMa 5.4 Richardson’s Extrapolation & Romberg Integration
2021-09-20
Studon
01:41:03
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30
ElNuMa 6.1 The Bisection Method
2021-09-20
Studon
00:33:30
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31
ElNuMa 6.2 Fixed-Point Iteration
2021-09-20
Studon
01:18:08
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32
ElNuMa 6.3 Newton’s Method
2021-09-20
Studon
00:43:19
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33
ElNuMa 6.4 Convergence of Fixed-Point Methods and Modified Newton’s Method
2021-09-20
Studon
01:15:36
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34
ElNuMa 7.1 Elementary Theory
2021-09-20
Studon
00:38:21
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35
ElNuMa 7.2 Euler’s Method
2021-09-20
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01:05:15
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36
ElNuMa 7.3 Higher-Order Taylor Method
2021-09-20
Studon
00:26:11
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37
BCE 1.1 Von Neumann architecture and microcode
2021-09-21
Studon
00:47:10
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38
BCE 1.2 RISC architecture and pipelining
2021-09-21
Studon
00:59:33
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39
BCE 1.3 Multicore processing
2021-09-21
Studon
00:26:50
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40
BCE 1.4 RISC V assembler
2021-09-21
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01:05:16
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41
BCE 1.5 Caches
2021-09-21
Studon
00:54:01
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42
BCE 1.6 IEEE-Standard: 754
2021-09-21
Studon
01:22:39
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43
BCE 2.1 Installing UNIX / Ubuntu
2021-09-21
Studon
00:10:34
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44
BCE 2.2 Introduction to UNIX Shell
2021-09-21
Studon
00:25:08
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45
BCE 2.3 Introduction to UNIX FIlesystem and Tools
2021-09-21
Studon
00:29:49
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46
BCE 2.4 Introduction to C programming
2021-09-21
Studon
00:56:33
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47
BCE 3.1 OpenMP
2021-09-21
Studon
01:31:29
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48
BCE 3.2 Cluster Computing and MPI
2021-09-21
Studon
00:57:42
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49
BCE 4.1 Multicore SpeedUp
2021-09-21
Studon
00:46:15
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50
BCE 5.1 Geometric Decomposition and FDTD
2021-09-21
Studon
01:35:03
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More courses from Prof. Dr. Dietmar Fey
Rechnerarchitektur 2013/2014
Prof. Dr. Dietmar Fey
lecture
2013-12-19
Free
Grundlagen der Rechnerarchitektur und -organisation 2017
Prof. Dr. Dietmar Fey
lecture
2017-07-25
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Computational Engineering 2 2018
Prof. Dr. Dietmar Fey
lecture
2018-07-09
Free
Grundlagen der Rechnerarchitektur und -organisation 2015
Prof. Dr. Dietmar Fey
lecture
2015-07-06
Free / Studon
Rechnerarchitektur 2023/2024
Prof. Dr. Dietmar Fey
lecture
2024-02-06
IdM-login
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