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1. The "
d
", "r", and the "w", they're consonants, and the "e" is a vowel.
2. them alpha 1 to alpha
d
.
3. so for fixed a sub i and
d
.
4. So you get a system of equations,
d
equations
5. I'll call it
D
,
D
for diagonal.
6. it means
d
by dt of r cross v is the zero vector.
7. any matrix L, any diagonal matrix
D
, and then
8. the easier to remember version, it's (absolute value of
d
of
9. All
d
roots are different, and let's call
10. minimize the function capital
D
, which is just the sum for all
11. even registers when it comes to R&
D
as
12. maximum of this error function
D
.
13. The equals sign with the
d
on top, that's just defined as?
14. a1 alpha to the
d
minus 1 a2 alpha to the
d
minus 2 ad times
15. I've got a stream function in 2-
D
, here.
16. that that she
D
you that now would it is
17. solved for
d
-spacing-- so they solved for the incident angle
18. I can divide everything by alpha to the n minus
d
,
19. than a straight
d
. It is to remind us,
20. Plus the Cx plus
D
that gives me zero and zero
21. I'm gonna grab my Kat Von
D
22. So we have
d
equals the square root of 0.050 times 12.14.
23. Same as
D
. Because
D
was symmetric, in fact diagonal.
24. But what exactly was the distance there between n and
d
?
25. Bruno Alves, different between 75 and 75
D
is only 10 miles.
26. So now you're really up to 3-
D
. What
27. I'm going to need
d
boundary conditions.
28. PROFESSOR: Yes, Yeah.
d
is how far back you're going.
29. And partial
d
over partial b, we do the same thing,
30. KT:(fingerspells) L-I-N-
D
-S-E-Y
31. to calculate
d
-spacing.
32. And that's a t distribution with
d
degrees of freedom.
33. to get the function
d
of t.
34. No, 2 to the
d
/2.
35. So if I have a vector in 2-
D
, [du/dx, du/dy].
36. I've now got 3 cubed is 27a plus 9b plus 3c plus
d
.
37.
d
alpha to the n minus
d
.
38. BV: corrects her "
D
" and her "S"
39.
d
of S_t is equal to something.
40. All
d
roots are different, and let's call
41. And that is actually the reason why we use this curly
d
rather
42. theta to xy. Just, we'd write dr
d
theta
43. The polynomial evaluates to
d
.
44. AUDIENCE:
d
.
45. And so that means
d
by dt of R dot R is zero.
46. So that'll give me
d
second u/dx squared.
47. "s", "t", "
d
", "f".
48. So, dx dy is, well, absolute value of r dr
d
49. So
d
is the order of the recurrence.
50. AUDIENCE: So n times 1 or
d
times 1.
51. Torque divided by moment of inertia is going to be
d
over dt
52. Z has chi square distribution with
d
degrees of freedom.
53. So we'll go all the way to f of
d
minus 1
54. positive. So, it's r dr
d
theta.
55. Then, well,
d
of uv over dt is given by the chain rule applied
56. What exists is only curly df over curly
d
some variable.
57. with
d
degrees of freedom divided by
d
.
58. to the n plus cd alpha
d
to the n.
59. And then you'll see the special, special role of x+iy in 2-
D
.
60. want, or by
d
of some other variable
61. The answer I do get is -1/2 at x=1, plus
D
. So what is
D
then?
62. So let's say in 10 years from now,
d
is equal to 0.5,
63. Now so I have a pivot matrix
D
, and what's that matrix?
64. acceleration, which is
d
over dt of velocity.
65. c equals 1/6, and
d
equals 0.
66. dot d'th constant ad times f of n minus
d
.
67. plane, ax by cz =
d
, what you need is the normal
68. And then here, I have a gamma of
d
/2.
69. over partial a= 0, partial
d
over partial b = 0.
70. it means that the consonant changes, like from "make", "k" to "
d
", "
d
" to "t", sometimes
71. dx dy we could switch it to r dr
d
theta.
72. And it's because we're modeling a 3-
D
die using 2-
D
graphics.
73. and that gives me alpha to the
d
equals
74.
D
-Don't tell me you're gonna make another one?!
75. as
d
increases.
76. then the
D
factoring out would leave me L transpose.
77. And the y derivative of that is
d
second u/dy squared.
78. What about
D
transpose?
79.
d
is like the degree of-- which the terms you go back to.
80. In this case, I've got
d
terms.
81. we're going down bendy all bone
d
is a
82. equal to b of
d
minus 1.
83. to find C and
D
. Slope is 0 at 0.
84. And then, as
d
increases, it's basically
85. revenues are going into R&
D
compared to
86. get if you were to sum
d
squares of independent standard
87. And the pdf of chi squared with
d
degrees of freedom is what?
88. "does not", "
d
-o-e-s not", or "
d
-o-e-s-n'"-apostrophe-"t".
89. I'm completing, I have the L. I'm factoring out the
D
.
90. That tells you what
d
has got to be right away. n equals 1.
91. KT: (fingerspells)
D
-A
92. minus ad f of n minus
d
equals 0,
93. What's
D
?
94. So that means that alpha to the
d
minus
95. R&
D
whether it's pharmaceuticals or the
96. a1 alpha to the
d
minus 1 minus a2 alpha to the
d
minus 2
97. And we define
d
to be the order of the recurrence.
98. What's
D
?
99. What do I learn about
D
?
100. minus ad f n minus
d
equals 0.
101. KT:(fingerspells) L-I-N-
D
-S-E-Y
102. Torque divided by moment of inertia is going to be
d
over dt
103. You go as far back as f of n minus
d
.
104.
D
is 1/2.
105. which is x equals percent
d
, and then actually calls printf.
106. PROFESSOR:
d
.
107. The
d
is the same as this
d
here.
108. equals 1 to
d
, for an order
d
recurrence,
109. minus
d
equals g of n, where that's some fixed function
110. The polynomial evaluates to
d
.
111. with
d
degrees of freedom--
112. so you have 8a plus 4b plus 2c plus
d
,
113. as a product of this diagonal
D
where I'm going
114. you get a plus b plus c plus
d
.
115. critical point. We want to solve for partial
d
116. What's
D
?
117. oh we got you Ben
d
you're my prisoner
118. dancing
d
Manila okay ready let's go and
119.
D
-Don't you dare lift a finger against Tiara.
120. is that the expected value of a chi squared is
d
.
121. No, 2 to the
d
/2.
122. So that means that alpha to the
d
minus
123. PHILIPPE RIGOLLET: Yeah, which is
d
.
124. divided by
d
where X has normal distribution,
125. So the tails become heavier and heavier as
d
increases.
126. in
d
variables, that you solve to find the coefficients.
127. just instantiating
D
si si and a judiciously chosen case so here's the
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