K(m,n,1)方程,K(m,n,1)equation
1)K(m,n,1)equationK(m,n,1)方程
英文短句/例句

1.Exact Solutions with Compact Support for K(m,n,1) EquationK(m,n,1)方程的紧支集精确解
2.Diophantine Equation Concerning Factorials sum from k=1 to n k!=q~m+a与阶乘有关的丢番图方程sum from k=1 to n k!=q~m+a
3.A Recursion Method of Calculating Power Sum;计算方幂和sum from k=1 to n (k~m)的一种递推方法
4.The positive integer solution to the equation φ (kn) = φ ((k+1) n), (k = 1, 2, ...);方程φ(kn)=φ((k+1)n),(k=1,2,…)的正整数解
5.On the Diophantine Equation x~m+y~n=mn(m≥n,m,n∈N);关于不定方程x~m+y~n=mn(m≥n,m,n∈N)
6.K_(1,k)-Factorization of k~hK_( m,n);k~hK_(m,n)的K_(1,k)—因子分解
7.On Bipartite G-Designs (Where G has four vertices or less);(m,n,k,1)偶图G—设计(K≤4)
8.On the Exponential Indefinite Equation x~2+(3a~2+1)~m=(4a~2+1)~n;指数不定方程x~2+(3a~2+1)~m=(4a~2+1)~n
9.Positive Integer Solutions of The Equation(ax~m+1)/(ax+1)=y~n;方程(ax~m+1)/(ax+1)=y~n的正整数解
10.ON the Diophantine Equation (ax~m+1)/(ax+1)=y~n;关于Diophantine方程(ax~m+1)/(ax+1)=y~n
11.Positive Integer Solutions of the Equation (ax~m-1)/(ax-1)=y~n;方程(αx~m-1)/(αx-1)=y~n的正整数解
12.Traveling wave solutions of equation K(n,-n,2n)K(n,-n,2n)方程的行波解
13.The Equation∑(-1)~ia~ix~(n-1-i)=0 over the Field with p~k(p≥3) Elements;P~k(P≥3)元域上的方程∑(-1)~ia~ix~(n-1-i)=0
14.The Non-traveling Wave Solutions for a Nonlinear Reaction Diffusion Equation and Traveling Wave Solutions for K(m, n) Equations;一类非线性反应扩散方程的非行波解和K(m,n)方程的行波解
15.On diophantine Equation xm+yn=m+n (m≥n);关于不定方程x~m+y~n=m+n(m≥n)解的讨论
16.Asymptotic Behavior of Positive Solutions for the Delay Difference Equation Δx_n=r_nx_n(1-x_(n-k))~α;差分方程Δx_n=r_nx_n(1-x)_(n-k))~α正解的渐近性
17.On the Exponential Hyperelliptic Equation x~2=p~(2m)-p~(m+n)+1关于指数型超椭圆方程x~2=p~(2m)-p~(m+n)+1
18.Listen for J,K,L,M and N听一听J, K, L, m, 和n
相关短句/例句

K(m,n) equationK(m,n)方程
3)B(m,n) equationB(m,n)方程
4)K(n,m) graphK(n,m)图
5)K(n,-n,2n) equationK(n,-n,2n)方程
6)M/M/1/k queueM/M/1/k队列
1.We models the communication process with M/M/1/k queue in the cell, then simulate and analysis the performance of han.本文用M/M/1/k队列对小区内的高速列车通信特性进行建模,分析了其切换的延时和带宽利用率,并进行了仿真分析。
延伸阅读

[styrene-(2-vinylpyridine)copolymer]分子式:分子量:CAS号:性质:学名苯乙烯-2-乙烯吡啶共聚物。微黄色粉末或透明小颗粒晶体。无臭,无味。不溶于水,溶于酸、乙醇、丙酮、氯仿。有抗水、防潮性能,适用于多种药片的包衣等。