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001 Final class.en.srt |
1.10Кб |
001 Final class.mp4 |
8.25Мб |
001 Final project (and mini project) presentation.en.srt |
4.54Кб |
001 Final project (and mini project) presentation.mp4 |
29.52Мб |
001 Final project presentation.en.srt |
2.55Кб |
001 Final project presentation.en.srt |
2.19Кб |
001 Final project presentation.en.srt |
2.34Кб |
001 Final project presentation.mp4 |
11.51Мб |
001 Final project presentation.mp4 |
10.16Мб |
001 Final project presentation.mp4 |
15.44Мб |
001 Intro.en.srt |
8.57Кб |
001 Intro.mp4 |
87.60Мб |
001 Introducing the final project.en.srt |
6.29Кб |
001 Introducing the final project.en.srt |
4.88Кб |
001 Introducing the final project.en.srt |
4.95Кб |
001 Introducing the final project.mp4 |
51.03Мб |
001 Introducing the final project.mp4 |
31.00Мб |
001 Introducing the final project.mp4 |
27.27Мб |
001 Introducing the IF statement.en.srt |
4.75Кб |
001 Introducing the IF statement.mp4 |
27.38Мб |
002 Basic theoretical concepts for solving system of ordinary differential equations.en.srt |
9.48Кб |
002 Basic theoretical concepts for solving system of ordinary differential equations.mp4 |
34.49Мб |
002 Curve fitting theory.en.srt |
5.73Кб |
002 Curve fitting theory.mp4 |
16.99Мб |
002 Introducing symbolic type variables.en.srt |
4.49Кб |
002 Introducing symbolic type variables.mp4 |
33.79Мб |
002 Primality test (The IF statement within a while loop and the break command).en.srt |
10.59Кб |
002 Primality test (The IF statement within a while loop and the break command).mp4 |
64.37Мб |
002 The programming environment.en.srt |
8.52Кб |
002 The programming environment.mp4 |
37.78Мб |
002 The theory behind the While Loop (a comparison against the For Loop) Part I.en.srt |
5.07Кб |
002 The theory behind the While Loop (a comparison against the For Loop) Part I.mp4 |
16.63Мб |
002 Thinking as a machine part I.en.srt |
5.20Кб |
002 Thinking as a machine part I.mp4 |
24.59Мб |
002 What is an API and introducing the try catch statments.en.srt |
9.86Кб |
002 What is an API and introducing the try catch statments.mp4 |
59.29Мб |
002 What to expect_.en.srt |
2.06Кб |
002 What to expect_.mp4 |
14.88Мб |
003 Creating an account on weatherstack.en.srt |
593б |
003 Creating an account on weatherstack.mp4 |
6.67Мб |
003 Final project presentation.en.srt |
4.73Кб |
003 Final project presentation.mp4 |
26.10Мб |
003 Loading the data.en.srt |
3.85Кб |
003 Loading the data.mp4 |
22.12Мб |
003 The semicolon.en.srt |
3.00Кб |
003 The semicolon.mp4 |
11.63Мб |
003 The theory behind the While Loop (a comparison against the For Loop) Part II.en.srt |
1.80Кб |
003 The theory behind the While Loop (a comparison against the For Loop) Part II.mp4 |
7.58Мб |
003 Thinking as a machine part II.en.srt |
4.92Кб |
003 Thinking as a machine part II.mp4 |
24.01Мб |
003 Using dsolve and subs for system of differential equations Part II.en.srt |
17.30Кб |
003 Using dsolve and subs for system of differential equations Part II.mp4 |
160.64Мб |
003 Using dsolve to solve differential equations via symbolic variables.en.srt |
17.68Кб |
003 Using dsolve to solve differential equations via symbolic variables.mp4 |
124.80Мб |
003 What is matlab and why is it so powerful and useful_.en.srt |
5.30Кб |
003 What is matlab and why is it so powerful and useful_.mp4 |
50.63Мб |
004 fminunc and getting the best curve fit.en.srt |
7.48Кб |
004 fminunc and getting the best curve fit.mp4 |
57.84Мб |
004 Gauss-Jordan theoretical lecture.en.srt |
9.66Кб |
004 Gauss-Jordan theoretical lecture.mp4 |
35.11Мб |
004 Introducing the For Loop.en.srt |
7.72Кб |
004 Introducing the For Loop.mp4 |
39.57Мб |
004 Reviewing the API documentation.en.srt |
6.38Кб |
004 Reviewing the API documentation.mp4 |
50.77Мб |
004 Solving differential equations via dsolve and subs.en.srt |
17.68Кб |
004 Solving differential equations via dsolve and subs.mp4 |
124.83Мб |
004 Space separation.en.srt |
1.65Кб |
004 Space separation.mp4 |
7.11Мб |
004 The theory behind the While Loop (a comparison against the For Loop) Part III.en.srt |
2.53Кб |
004 The theory behind the While Loop (a comparison against the For Loop) Part III.mp4 |
8.60Мб |
004 Using ode45 for system of differential equations PART II.en.srt |
10.06Кб |
004 Using ode45 for system of differential equations PART II.mp4 |
81.86Мб |
005 Basic operations with matrixes.en.srt |
3.41Кб |
005 Basic operations with matrixes.mp4 |
20.57Мб |
005 Calculating the R square for our curve fitting process.en.srt |
4.12Кб |
005 Calculating the R square for our curve fitting process.mp4 |
32.61Мб |
005 For Loop (counting steps other than 1).en.srt |
2.24Кб |
005 For Loop (counting steps other than 1).mp4 |
14.46Мб |
005 Making the API requests within a TRY statement.en.srt |
4.24Кб |
005 Making the API requests within a TRY statement.mp4 |
35.44Мб |
005 Order of precedence in Matlab calculations.en.srt |
3.30Кб |
005 Order of precedence in Matlab calculations.mp4 |
12.57Мб |
005 The Newton-Raphson numerical method.en.srt |
11.70Кб |
005 The Newton-Raphson numerical method.mp4 |
50.28Мб |
005 Using dsolve and subs within a function.en.srt |
8.65Кб |
005 Using dsolve and subs within a function.mp4 |
52.88Мб |
005 Writing a script to solve a series RLC circuit bot numerically and symbolically.en.srt |
6.81Кб |
005 Writing a script to solve a series RLC circuit bot numerically and symbolically.mp4 |
67.96Мб |
006 Curve fitting a parabola.en.srt |
8.04Кб |
006 Curve fitting a parabola.mp4 |
58.30Мб |
006 Gauss-Jordan implementation part I.en.srt |
9.27Кб |
006 Gauss-Jordan implementation part I.mp4 |
71.02Мб |
006 Handles (a little parenthesis before we practice Newton-Raphson).en.srt |
4.45Кб |
006 Handles (a little parenthesis before we practice Newton-Raphson).mp4 |
26.30Мб |
006 Introducing the Eurler's Method.en.srt |
13.09Кб |
006 Introducing the Eurler's Method.mp4 |
47.59Мб |
006 Mini project_ Calculating the compound interest.en.srt |
9.81Кб |
006 Mini project_ Calculating the compound interest.mp4 |
54.18Мб |
006 Parsing structure type variables.en.srt |
2.04Кб |
006 Parsing structure type variables.mp4 |
16.54Мб |
006 Playing around with our script.en.srt |
5.83Кб |
006 Playing around with our script.mp4 |
55.62Мб |
006 Scripts.en.srt |
7.30Кб |
006 Scripts.mp4 |
32.69Мб |
007 First Euler's method application on Series RL circuit.en.srt |
10.00Кб |
007 First Euler's method application on Series RL circuit.mp4 |
65.54Мб |
007 Gauss-Jordan implementation part II.en.srt |
9.07Кб |
007 Gauss-Jordan implementation part II.mp4 |
72.32Мб |
007 Matlab is a case sensitive programming language.en.srt |
1.67Кб |
007 Matlab is a case sensitive programming language.mp4 |
6.09Мб |
007 Newton-Raphson method (practical lecture).en.srt |
12.41Кб |
007 Newton-Raphson method (practical lecture).mp4 |
81.11Мб |
007 The Polyfit function and the curve fitting app.en.srt |
6.21Кб |
007 The Polyfit function and the curve fitting app.mp4 |
45.83Мб |
007 The Riemann sum (numerical integration) Part I_ The definitions.en.srt |
2.11Кб |
007 The Riemann sum (numerical integration) Part I_ The definitions.mp4 |
18.01Мб |
007 Wrapping up the final details of our API requests function.en.srt |
4.80Кб |
007 Wrapping up the final details of our API requests function.mp4 |
43.17Мб |
008 A little clarification before we move on to the next module.en.srt |
1.90Кб |
008 A little clarification before we move on to the next module.mp4 |
13.66Мб |
008 Eulers method vs analitical method.en.srt |
3.57Кб |
008 Eulers method vs analitical method.mp4 |
25.32Мб |
008 Gauss-Jordan implementation part III.en.srt |
1.43Кб |
008 Gauss-Jordan implementation part III.mp4 |
12.24Мб |
008 Module's final project_ Newton-Raphson within a while loop (Part I).en.srt |
7.62Кб |
008 Module's final project_ Newton-Raphson within a while loop (Part I).mp4 |
43.07Мб |
008 Read your errors.en.srt |
2.87Кб |
008 Read your errors.mp4 |
12.73Мб |
009 Functions.en.srt |
7.27Кб |
009 Functions.mp4 |
33.12Мб |
009 Gauss-Jordan implementation part IV.en.srt |
8.86Кб |
009 Gauss-Jordan implementation part IV.mp4 |
76.65Мб |
009 Module's final project_ Newton-Raphson within a while loop (Part II).en.srt |
5.88Кб |
009 Module's final project_ Newton-Raphson within a while loop (Part II).mp4 |
39.37Мб |
009 ode45 comparison.en.srt |
4.59Кб |
009 ode45 comparison.mp4 |
23.85Мб |
009 The Riemann sum (numerical integration) Part III_ For within a For.en.srt |
11.76Кб |
009 The Riemann sum (numerical integration) Part III_ For within a For.mp4 |
94.28Мб |
010 Comments.en.srt |
5.00Кб |
010 Comments.mp4 |
21.30Мб |
010 Gauss-Jordan implementation part V.en.srt |
3.04Кб |
010 Gauss-Jordan implementation part V.mp4 |
25.06Мб |
010 Module's final project_ Newton-Raphson within a while loop (Bonus Part).en.srt |
10.93Кб |
010 Module's final project_ Newton-Raphson within a while loop (Bonus Part).mp4 |
78.98Мб |
010 Orange warnings.en.srt |
2.79Кб |
010 Orange warnings.mp4 |
17.41Мб |
011 fzero function.en.srt |
3.49Кб |
011 fzero function.mp4 |
14.99Мб |
011 Gauss-Jordan implementation part VI.en.srt |
5.46Кб |
011 Gauss-Jordan implementation part VI.mp4 |
45.36Мб |
011 Plot numbering and tittles, axis labeling and the grid on command.en.srt |
4.33Кб |
011 Plot numbering and tittles, axis labeling and the grid on command.mp4 |
31.81Мб |
011 Variable types and matrix declarations.en.srt |
5.62Кб |
011 Variable types and matrix declarations.mp4 |
24.35Мб |
012 fsolve function.en.srt |
2.39Кб |
012 fsolve function.mp4 |
15.04Мб |
012 Gauss-Jordan implementation part VII.en.srt |
1.22Кб |
012 Gauss-Jordan implementation part VII.mp4 |
10.25Мб |
012 Global and local variables.en.srt |
5.89Кб |
012 Global and local variables.mp4 |
29.03Мб |
012 Saving plots as images (do not screen capture them).en.srt |
1.36Кб |
012 Saving plots as images (do not screen capture them).mp4 |
6.23Мб |
013 Gauss-Jordan implementation part VIII.en.srt |
6.98Кб |
013 Gauss-Jordan implementation part VIII.mp4 |
57.64Мб |
013 The input and disp commands.en.srt |
10.75Кб |
013 The input and disp commands.mp4 |
45.09Мб |
013 The Trapezoid rule (numerical integration) Part I_ The definitions.en.srt |
2.55Кб |
013 The Trapezoid rule (numerical integration) Part I_ The definitions.mp4 |
17.65Мб |
014 Linsolve function.en.srt |
3.33Кб |
014 Linsolve function.mp4 |
18.78Мб |
014 The switch case statement.en.srt |
7.95Кб |
014 The switch case statement.mp4 |
40.49Мб |
015 Module's final project.en.srt |
9.51Кб |
015 Module's final project.mp4 |
63.85Мб |
015 The Trapezoid rule and the Riemann sum by using MATLAB prebuilt functions.mp4 |
76.96Мб |
035 PDF the For Loop and the While Loop.pdf |
41.99Кб |
036 PDF the For Loop and the While Loop.pdf |
41.99Кб |
037 PDF the For Loop and the While Loop.pdf |
41.99Кб |
038 PDF the newton-rhapson method.pdf |
373.53Кб |
049 GAUSS-JORDAN.pdf |
68.38Кб |
068 projectile_motion.mat |
699б |
069 curve fitting.pdf |
305.34Кб |
070 projectile_motion.mat |
699б |
071 projectile_motion.mat |
699б |
080 Eulers_demonstration.m |
1.00Кб |
080 eulers method.pdf |
892.77Кб |
085 RLC circuits.pdf |
810.80Кб |
Bonus Resources.txt |
357б |
external-assets-links.txt |
1.12Кб |
external-assets-links.txt |
200б |
external-assets-links.txt |
90б |
external-assets-links.txt |
135б |
external-assets-links.txt |
202б |
Get Bonus Downloads Here.url |
183б |