词语大全 theorem造句 theoremの例文 "theorem"是什麼意思

Posted 2022-08-26 定理

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词语大全 theorem造句 theoremの例文 "theorem"是什麼意思

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The theorem may be explained as follows .
這條原理可以這樣來闡述。

This calculation illustrates the theorem .
這個計算說明了這樣一個定理。

That is the so-called fundamental theorem of algebra .
這就是代數基本定理。

This result is often called the integrapty theorem .
此結果常稱為整性定理。

This pletes the proof of the convexity theorem .
這就完成了凸定理的證明。

Theorem g is called binomial theorem .
定理g稱為二項式定理。

The second proof of theorem 26 is due to james .
定理26的第二個證明屬于詹姆斯。

We call this principle a rule and not a theorem .
我們稱這個法則為原理而不稱為定理。

We have thus arrived at the very important theorem .
這樣我們就得了一條很重要的法則。

This analogy is supported by the following theorems .
這種的相似點表現在下面的定理中。

It\'s difficult to see theorem in a sentence. 用theorem造句挺難的

Below we give o theorems covering these cases .
下面我們給出有關這些情況的兩條定理。

Let us restate the assertions above as a theorem .
我們把上述的斷言重新表述為一個定理。

The second theorem disposes of the other o problems .
第二條定理使另兩個問題得出結論。

These results parallel archimedes\' geometric theorems .
這些結果可與阿基米德斯的幾何定理相比。

Rolle\'s theorem is a special case of the mean value theorem .
羅爾定理是中值定理的一種特殊形式。

We now state the idea of the previous paragraph as a theorem .
現在我們把上一段的概念敘述成定理。

In his book he gave definitions and theorems but no proofs .
在他的書中他給出定義和定理但無證明。

This is a simple example of the equipartition theorem at work .
這就是均分定理應用的一個簡單例子。

There are a number of alternative formulations of the reciprocity theorem .
還有許多別的互易定理的公式。

Another major class of theorems deals with less stringent conditions .
另外一大類定理處理不太嚴勵的條件。

A plete analysis must build on the imppcit function theorem .
完整的分析必須建立在隱函數定理的基礎上。

By the corollary to theorem 4. 3, the origin is asymptotically stable .
根據定理43的推論，原點是漸近穩定的。

All this leads up to the most fundamental of theorems of calculus .
綜上所述就導出了微積分學中的最基本的定理。

The assertion is known as the closed graph theorem for hilbert spaces .
這個斷語被稱為希耳伯特空間的閉圖象定理。

The remarkable part of karatowski\'s theorem is the "only if" part .
庫拉圖夫斯基定理的卓越部分在于他的“僅當”部分。

The power of the greeks to divine theorems and proofs is attested .
希臘人在發現定理與作出證明方面的能力是證實了的。

The proof of this theorem was municated by pietro abbati to ruffini .
這個定理的證明是由PietroAbbati通知Ruffini的。

The theorems should be deduced from axioms by purely logical arguments .
定理應該通過純粹的邏輯的推導而從公理演繹得到。

The culmination of the work on singularities is o famous transformation theorems .
奇點研究的頂峰是兩個著名的變換定理。

All forms of reciprocal theorems apply to structures which behave pnearly .
所有形式的互等定理都適用于線性受力狀態的結構。

It\'s difficult to see theorem in a sentence. 用theorem造句挺難的

Theorem 20 is the basis of a rather detailed study of the structure of extremal graphs .
定理20是極圖構造更詳細的研究的基礎。

There is a wealth of information in the binomial theorem that we have yet to exploit .
我們還要揭示二項式定理更為豐富的內涵。

Wittegenstein repudiated many of the theorems set forth in the tractatus .
維特根施坦放棄了許多他在《論文》一書中所提出的原則。

Because of the previous theorem we call the numbers of this type multinomial coefficients .
根據這一定理我們稱這種類型為多項式系數。

His doctoral dissertation on differential equations connected itself with existence theorems .
他論述微分方程的博士論文涉及到存在理論。

theorem 6 gives us an alternate method for determining the arithmetical values of .
定理6給出另一個確定的數值的方法。

In certain circumstances, other theorems may be advantageous or even indispensable .
在某種情況下，用其它定理可能是有利的，甚至是不可缺少的。

Results that sprung readily from a theorem is called by the greeks corollaries or porisms .
希臘人把那些能從定理直接推出的結果稱作推論或系論。

In this chapter we shall consider some of the basic postulates and theorems of quantum mechanics .
本章我們將闡述量子力學的一些基本假設和原理。

A proof based on the fundamental theorem has no counterpart for functions of several variables .
根據基本定理的證明對于多元函數就沒有相似的東西。

Evaluation of p is simppfied if the square root terms are expanded by the binomial theorem .
如果按二項式定理展開來計算平方根，P的計算可以簡化。

Let us consider the imppcation of the electrostatic theorem for chemical bonding in diatomic molecules .
讓我們討論雙原子分子化學成鍵所蘊含的靜電定理。

This section is devoted to the proof of a reciprocal theorem beeen a pair of elastodynamic states .
這一節將專門來證明一對彈力動力狀態之間的倒易定理。

First interpret it binatorially, and then derive it algebraically from the multinomial theorem .
先用組合方法闡述，然后從多項式定理利用代數方法推導。

The process in which we make any trial variation function satisfy the varial theorem is called scapng .
我們使任一嘗試變分函數滿足維里定理的方法叫做定標。

As a particular of rado\'s theorem and the pactness theorem one obtains the following result .
作為Rado定理和緊致性定理的一種特殊情形，我們得到下面的結果。

To prove the theorem we shall suppose that the graph g is drawn on a sphere as described above .
為了證明這個定理，我們假定這個圖G能按上述方式畫在一個球面上。

It\'s difficult to find theorem in a sentence. 用theorem造句挺難的