01.01-how to get the most out of this course.mp4
05:58
01.02-using python through jupyter (installing anaconda).mp4
08:04
01.03-using python online (no installation).mp4
08:41
01.04-create a beautiful harmonograph.mp4
07:02
01.05-getting help in python.mp4
09:02
02.01-addition subtraction multiplication and division.mp4
08:56
02.02-using variables in place of numbers.mp4
11:38
02.03-printing out equations in jupyter notebook.mp4
23:21
02.04-writing comments in python.mp4
04:44
02.05-exponents (powers).mp4
17:09
02.06-using for-loops to compute powers.mp4
15:47
02.07-order of operations.mp4
12:44
02.08-testing inequalities and boolean data type.mp4
13:55
02.09-using if-statements and logical operators.mp4
17:27
02.10-absolute value.mp4
13:38
02.11-remainder after division (modulus).mp4
15:25
02.12-create interactive math functions part 1.mp4
13:01
02.13-create interactive math functions part 2.mp4
17:26
02.14-create interactive math functions part 3.mp4
14:05
02.15-arithmetic bug hunt.mp4
16:36
03.01-introduction to sympy part 1.mp4
13:12
03.02-introduction to latex.mp4
20:23
03.03-introduction to sympy part 2.mp4
19:51
03.04-printing with f-strings.mp4
08:23
03.05-example use sympy to understand the law of exponents.mp4
14:59
03.06-sympylatex bug hunt.mp4
13:49
04.01-numbers and strings.mp4
16:42
04.02-lists and numpy arrays.mp4
22:35
05.01-solving for x.mp4
15:39
05.02-solving for x exercises.mp4
17:23
05.03-expanding terms.mp4
16:22
05.04-creating and accessing matrices with numpy.mp4
15:48
05.05-exercise create a multiplication table.mp4
11:14
05.06-associative commutative and distributive properties.mp4
15:18
05.07-creating and working with python lists.mp4
17:28
05.08-more on slicing in python.mp4
09:33
05.09-greatest common denominator.mp4
10:19
05.10-greatest common denominator exercises.mp4
09:56
05.11-introduction to python dictionaries.mp4
13:07
05.12-prime factorization.mp4
12:15
05.13-solving inequalities.mp4
13:47
05.14-adding polynomials.mp4
17:56
05.15-multiplying polynomials.mp4
13:08
05.16-dividing by polynomials.mp4
16:03
05.17-factoring polynomials.mp4
12:57
05.18-algebra 1 bug hunt.mp4
13:02
06.01-plotting coordinates on a plane.mp4
13:12
06.02-plotting coordinates on a plane exercise.mp4
04:27
06.03-graphing lines-part 1 startend notation.mp4
16:18
06.04-graphing lines-part 2 slope-intercept form.mp4
16:26
06.05-graphing rational functions.mp4
15:16
06.06-plotting with sympy.mp4
18:03
06.07-plotting with sympy exercises.mp4
11:58
06.08-course tangent self-accountability in online learning.mp4
03:03
06.09-making images from matrices.mp4
16:30
06.10-images from matrices exercise.mp4
07:06
06.11-drawing patches with polygons.mp4
18:43
06.12-exporting graphics as pictures.mp4
03:45
06.13-graphing bug hunt.mp4
18:44
07.01-summation and products.mp4
17:12
07.02-differences (discrete derivative).mp4
17:27
07.03-roots of polynomials.mp4
11:26
07.04-roots of polynomials exercise.mp4
07:25
07.05-the quadratic equation.mp4
21:01
07.06-complex numbers addition and subtraction.mp4
15:33
07.07-complex numbers conjugate and multiplication.mp4
13:30
07.08-complex numbers division.mp4
16:14
07.09-graphing complex numbers.mp4
10:58
07.10-revisiting the quadratic equation with complex numbers.mp4
08:51
07.11-the unit circle.mp4
13:48
07.12-natural exponent and logarithm.mp4
11:27
07.13-find a specific point on a gaussian.mp4
16:17
07.14-exercise a family of gaussians.mp4
07:47
07.15-graphing the complex roots of unity.mp4
18:27
07.16-log-spaced and linearly spaced numbers.mp4
09:25
07.17-logarithm properties multiplication and division.mp4
16:11
07.18-arithmetic and geometric sequences.mp4
15:57
07.19-orders of magnitude and scientific notation.mp4
20:09
07.20-maxima and minima of functions.mp4
16:43
07.21-even and odd functions.mp4
11:56
07.22-algebra 2 bug hunt.mp4
20:22
08.01-graphing parabolas.mp4
14:36
08.02-creating contours from meshes in python.mp4
14:53
08.03-graphing circles.mp4
17:41
08.04-graphing ellipses.mp4
15:28
08.05-graphing hyperbolas.mp4
15:32
08.06-conic bug hunt.mp4
05:49
09.01-introduction to random numbers.mp4
12:31
09.02-introduction to random numbers exercise.mp4
10:37
09.03-exercise plotting random phase angles.mp4
06:32
09.04-converting between radians and degrees.mp4
09:04
09.05-converting angles exercise.mp4
16:45
09.06-the pythagorean theorem.mp4
17:52
09.07-graphing resolution for sine cosine and tangent.mp4
13:11
09.08-graphing and resolution exercise.mp4
16:30
09.09-euleraeurs formula.mp4
12:48
09.10-eulers formula exercise.mp4
11:50
09.11-exercise random exploding euler.mp4
08:06
09.12-exercise random snakes with cosine and sine.mp4
11:09
09.13-trigonometry bug hunt.mp4
12:23
10.01-astroid radial curve.mp4
16:30
10.02-rose curves.mp4
12:24
10.03-squircle.mp4
09:19
10.04-logarithmic spiral.mp4
11:15
10.05-logistic map.mp4
21:41
11.01-mathematical proofs versus intuition with examples.mp4
03:44
11.02-computing limits of a function.mp4
15:02
11.03-computing limits exercise.mp4
13:18
11.04-piecewise functions.mp4
16:29
11.05-derivatives of polynomials.mp4
14:31
11.06-derivatives of polynomials exercise.mp4
09:49
11.07-derivatives of trig functions.mp4
12:15
11.08-derivatives of trig functions exercise.mp4
08:28
11.09-graphing a function tangent line.mp4
14:12
11.10-graphing tangent lines exercise.mp4
12:54
11.11-finding critical points.mp4
17:03
11.12-finding critical points exercise.mp4
15:09
11.13-partial derivatives.mp4
11:13
11.14-indefinite and definite integrals.mp4
15:52
11.15-exercise the fundamental theorem of calculus.mp4
04:46
11.16-area between two curves.mp4
12:41
11.17-area between two curves exercise.mp4
14:40
11.18-calculus bug hunt.mp4
15:29
12.01-row and column vectors.mp4
17:17
12.02-adding and scalar-multiplying vectors.mp4
17:16
12.03-the dot product.mp4
16:01
12.04-dot product application correlation coefficient.mp4
12:26
12.05-the outer product.mp4
10:31
12.06-matrix multiplication.mp4
17:07
12.07-transposing vectors and matrices.mp4
14:26
12.08-various special matrices.mp4
18:25
12.09-matrix inverse.mp4
11:16
12.10-matrix pseudoinverse exercise.mp4
10:09
12.11-solving a system of equations.mp4
19:36
12.12-visualizing matrix-vector multiplication.mp4
14:14
12.13-eigenvalues and eigenvectors.mp4
14:55
12.14-eigendecomposition exercise.mp4
12:44
12.15-singular value decomposition.mp4
12:57
12.16-svd of einstein exercise.mp4
12:57
12.17-linear algebra bug hunt.mp4
20:13
13.01-histograms and probability densities.mp4
13:46
13.02-probability exercise math functions.mp4
11:49
13.03-virtual coin tosses.mp4
13:28
13.04-exercise virtual weighted dice.mp4
15:26
13.05-building distributions from random numbers.mp4
18:21
13.06-exercise normalize any distribution to gaussian.mp4
12:31
13.07-the central limit theorem.mp4
14:54
13.08-exercise the central limit theorem.mp4
11:49
13.09-joint probability distributions.mp4
15:31
13.10-probability bug hunt.mp4
10:11
14.01-counting perfect numbers.mp4
24:19
14.02-euclids pythagorean triplets.mp4
18:47
14.03-fermats theorem.mp4
17:34
14.04-plotting number sequences.mp4
15:36
14.05-exercise condivergent sequences.mp4
13:07
14.06-herons method of square roots.mp4
23:47
14.07-exercise herons mosquito spaceship 13.mp4
15:26
14.08-smooth numbers.mp4
22:19
14.09-exercise smooth numbers.mp4
08:56
14.10-number theory bug hunt.mp4
14:31
9781801074537 Code.zip