冪數 的英文怎麼說
中文拼音 [mìshǔ]
冪數
英文
exponential quantity-
A very satisfactory answer can be given in terms of the appropriate analytic generalization of the algebraic concept of nilpotence.
將代數學中的冪零元概念作適當的解析學上的推廣,可以繪出一個很滿意回答。In the third chapter, we study the annihilator ideals of power series and ore extensions on noncommutative rings and generalize [ 13, proposition 3. 1 ]
1 ] ,考慮ore擴張、冪級數環、斜冪級數環和迭代斜laurent多項式環上的情形,得出定理3The cardinal number equal to1015
十的十五次冪基數等於1015The cardinal number equal to1030
百萬的五次冪基數等於1030The properties of divisor sum function with cubic complement
關于立方冪補數除數和函數的性質Given the initial conditions including ( 1 ) number density distribution in space which has the similar form to the present day ones, ( 2 ) both the power law and gaussian mass functions for clusters, and ( 3 ) two different velocity distributions which one has a constant dispersion and the other is described by the eddington formula, the dynamical evolution of globular clusters in our milky way galaxy is investigated in detail by means of monte carlo simulations
本文採用與觀測結果具有相同形式的球狀星團空間密度分佈函數,在給定兩種球狀星團系統的初始質量譜(冪律的和對數高斯的)和兩種球狀星團系統的初始速度分佈函數(愛丁頓速度分佈函數和常數的速度彌散度)條件下,我們採用montecarlo的方法對球狀星團系統的動力學演化進行討論。Method is invoked, it returns an enumerable object that contains the powers of a number
方法時,它返回一個包含數字冪的可枚舉對象。If we use exponentiation to encrypt or decrypt, the adversary can use logarithm to attack
如果我們運用求冪運算來加密和解密,對手就可以運用對數進行攻擊。The key of rsa is the modular exponentiation multiplication of large number, in this thesis, we modify the montgomery algorithm which be used to implement rsa
Rsa演算法的核心是大數模冪乘運算,本文選用montgomery模冪乘演算法來實現ras演算法,對montgomery模乘演算法的fpga實現進行了改進。In this paper, we construct a class of indecomposable solvable lie algebras of dimension 5 with the simplest filiform nilradicals over complex field
摘要構造了復數域上維數為5的以最簡線狀李代數為冪零根基的不可分解可解李代數。The 9th power of the 9th power of 9, that, the result having been obtained, 33 closely printed volumes of 1000 pages each of innumerable quires and reams of india paper would have to be requisitioned in order to contain the complete tale of its printed integers of units, tens, hundreds, thousands, tens of thousands, hundreds of thousands, millions, tens of millions, hundreds of millions, billions, the nucleus of the nebula of every digit of every series containing succinctly the potentiality of being raised to the utmost kinetic elaboration of any power of any of its powers
所得數字要用細字密密匝匝地印刷成三十三卷,每卷一千頁。為了統統印刷完畢,就需要購入無數刀無數令印度紙,整數值的位數便是一十百千萬十萬百萬千萬億十億,一切級數的一切數字作為星雲的核心,以簡明的形式所包含的累乘的可能性推到了極限地能動地開展的一切乘方的一切冪級數。Considering the difference - resisting capacity of power function in classic s - box, we substitute the inverse function by better power function. we prove that these change do not influence the difference resisting capacity from the theory
其次考慮到經典s盒中冪函數的抗差分攻擊能力,我們用冪函數取代rijndael演算法中s盒的求逆運算。Considering the monotony and regularity of euclid arithmetic, the paper proposes a new multiple attribute decision making approach based on the ordinal euclid arithmetic, and the monotony, regularity and metathesis immutability of the ordinal euclid arithmetic are proved too
基於運算元有序性的構建思想,本文提出並構建了基於有序歐幾里德運算元的區間數多屬性決策演算法模型,證明了有序歐幾里德運算元的單調性、齊次性和冪等性。Theorem 2. 4 let g be a non - abelian inner - finite group, each non - trivial proper subgroup of g is prime order cyclic group if and only if g is a simple group ; each proper subgroup of g is nilpotent ; and each non - trivial subgroup of g is self - normalizer
4設g是非阿貝爾的內有限群,則g的每個非平凡真子群都是素數階循環群的充分必要條件是g是單群, g的每個真子群冪零且g的每個非平凡的真子群自正規化定理2In 1996, guo [ 9 ] has further proved that the index of the normalizer of every sylow subgroup of g is an odd number or a prime if and only if g is a soluble group and g = kh, where k and h are the hall subgroups of g, k is a nilptent subgroup which is normal in a 2 ' - nilpotent. in this paper, we shall study the nilpotent length of finite groups whose sylow normalizer indices are of prime powers
1996年,郭文彬教授沙1證明了一個群g的西洛子群的正規化子的指數為奇數或為一個素數冪當巨僅當g為可解群而且g二尤廳,其中k和h都是群g的hall一子群, k是正規于g的一個2 』一月恤21子群的冪零子群, h是2一冪零群。In this aspect, kondrat ' ev [ ll ] has shown that a group g is 2 - nilpotent if the normalizer of each sylow subgroup of g is of odd index in g. in 1995, zhang [ 13jhas proved that a group g is soluble if the index of the normalizer of every sylow subgroup in g is a prime power
1988年, kondrat 』 ev卜11證明了:如果群g的任意西洛子群的正規化子在g中的指數為奇數,則g是2一冪零的。 1995年, zhang卜習證明了如果群g的任意西洛子群的正規化子有素數冪指數,則g是可解的。It is shown by analyzing large test data that the empirical formula presented in the paper has higher linearly dependent coefficient, lower average relative error and relative standard deviation compared with the traditional empirical formula of orthoscopic and power function
試驗數據表明,本文提出的經驗公式比傳統的直線式和冪函數式經驗公式的線性相關系數更高,且平均相對誤差和相對標準差都低。Based on the ostwald - de waele equation, the leakage characteristics of power - law transmitted by helical gear pump are researched, and the leakage model of power - law in the clearence is founded, and - the velocity distributing and the leakage capacity are worked out by the boundary condition. the power loss of leakage is got through the clearence leakage capacity, and the friction power loss is attained by the velocity distributing. the mathematic calculation model
利用冪律流體本構方程,首次對聚合物流體在斜齒齒輪泵中的漏流特性進行了研究,建立冪律流體在間隙中的泄漏模型,利用邊界條件求出速度分佈及泄漏量;由間隙泄漏量得到漏流損失功率,由速度分佈得到流體摩擦功率損失,並得到間隙最優解的數值計算數學模型,同時給出實例及數值計算結果。The process of replacing polynomials by formal power series is an example of a general device known as completion.
用形式冪級數來代替多項式的過程是被稱之為完備化的這種一般手段的一個例子。Some result of power series in convergence region
關于冪級數在收斂域內的一些結果分享友人