"n respect of"の翻訳 日本語へ:
例 (レビューされていない外部ソース)
What's the partial of N with respect to x? | これが 0 で これは 2xです |
The partial of N, with respect to x, is 2. | これは 0 です |
The partial of M with respect to y is equal to the partial of N with respect to x. | ともに 2xです ともに 2xです |
The partial of this with respect to y is equal to the partial of this with respect to N. | MyはNxと等しくなりました この完全方程式の答えは |
The partial of psi, with respect to y, is equal to N. | だから xに関して の両方の偏微分を取ると |
It was different than N with respect to x. | つまり 完全方程式ではないと分かりました |
So the partial of this, with respect to y, is different than the partial of N, with respect to x. | 異なります これは完全方程式ではありません |
So psi, with respect to y, is equal to N. | どうしよう |
And the partial derivative of psi, with respect to y, is equal to N. | N に等しくなります 次のビデオを |
Russian(n, n) for lots of different values of n. | しかし結果は期待外れでした |
The partial of N, with respect to x is equal to well, there's no x here, right? | いいですか x の観点から言うと これらは定数で |
So it's Θ(n²). It's order of n², as well as order of n³. | (log n)7は9n(log n)²より優位 n² ³は(log n)7より優位 |
It's n times the factorial of n 1. | この部分は再帰的関数の呼び出しです |
Is it n, n 1 over n, n over n 1, n divided by n 1, n 1 divided by n, or is it n squared 1 over n 1? | それとも n² 1 1でしょうか ここでnは標本集合におけるデータ点の 個数であることに注意してください |
Take the partial with respect to y, and set that equal to our N expression. | 同じとします そのことによって y のみの関数が |
Holy. worthy of respect. | 聖なるもの 尊重すべきもの |
Is Fibonacci of N always lt or N 1? | 1は2よりも小さく2も3以下ですね |
Θ(n²), O(n²), and O(n³). | ビッグ オー記法は上界なのでO(n²)が有効です |
N by N, kind of like we have up here. | でも普通は次元は暗黙的にしておく |
You may have noticed that I wrote 1 times N times factorial of N minus 1 instead of just N times factorial of N minus 1. | N factorial N 1)と同じことですね 何かに1を掛けても値は変わらないので 正しいですが遅くなります |
Is the depth that we get this way log n, n, or 2 n, and are the number of leaves at the bottom log n, n, or 2 n? | リーフの数はlog n n 2ⁿのどれでしょうか |
Okay. So basically (log n)⁷ beats 9n(log n)² and n² ³ beats (log n)⁷ and 9n(log n)² beats n² ³. | 9n(log n)²はn² ³より優位なので |
Now, if K is n 2 that's n times n 2 where n². | n 2のn倍はnの2乗 Θ(n²)になります |
So I subscript n by n is the n by n identity matrix. | n掛けるnの単位行列 というのは おのおのの次元nごとに |
And out of respect, I'm... | 尊重はしますが私は... |
That's a sign of respect. | あれが敬意の証さ |
Have a bit of respect. | 少しは敬意を |
So altogether we're talking about n n² or n³. | ダイクストラ法をより密度の高いグラフに適用した時の n³ log nよりよい値です |
n times n minus one times n minus two. | 何回行ったのかを把握する変数だけでなく |
Respect.... | 先輩 |
Respect. | そうだ ショーン 僕は逃亡中だ |
Respect. | いいわよ |
Respect. | を尊重する |
And 8 n we can think of a just Θ( n). | 前に出てきた2n 2 nという式ならΘ(n)です |
If we divide through by n, we get 2 n n and divided by n is actually n. | すると2 nです |
So instead of just adding N plus 1 N times, we could say that this is just N times N plus 1. | または N N 1 です つまり 合計の2倍が N N 1 と等しいとなります |
If f(n) is in little o(g(n)), that's kind of like saying f(n) is strictly less than g(n). | 漸近的には成長率は低くなります |
So that reduces compute time from n squared, where n is number of particles, to n log n, which is much easier. | n log nにする これはもっとずっと簡単な計算だ もう一つのクラスの手法として |
So the log of n, log base 2 of n is, you type the number N into your calculator, okay? | 割る2 を打つ そしてその |
With the very long list that were wanting to tap values of, you might as well just sort the whole thing. n, well what happens with n? n where look we're comparing n log n to n( n) which is n³ ². n³ ² is asymptotically larger than n log n so we're still better off just sorting the whole list. | nの平方根の場合はどうでしょう この場合はn log nを nのn倍 つまりnの3 2乗と比較します この値は漸近的にn log nより大きいので |
n | n |
N | 北 |
N | 北緯South, the direction |
N | N |
N | Nunit description in lists |
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