网络释义 1. 无穷大等式 这就是无穷大等式(Infinity equation)。2200年后的今天,我以神学的方式来解释这个等式。 www.haixia.com|基于 1 个网页
4. We proved, under a geometric condition given by Capietto, Mawhin and Zanolin, the infinity and some dense distribution of even or odd symmetric subharmonics for the equation with oscillatory nonlinearity. 本文讨论了具有偶或奇对称性的Duffing方程,在由Capietto,Mawhin和Zanolin给出的几何条件下,...
Smart, A finite difference approach to the infinity Laplace equation and tug-of-war games. Trans. Am. Math. Soc., 364(2), 595-636, 2012... SNAK Smart - 《Transactions of the American Mathematical Society》 被引量: 0发表: 2012年 A finite difference approach to the infinity Laplace equa...
Infinity-Laplacian type equationFinsler–Minkowski normquadratic Finsler conesDirichlet problem35A0135J6035J7035J75In this paper, we study the Dirichlet problem associated with infinity-Laplacian type equations that may exhibit anisotropic character. We identify a broad class of nonlinearities for which ...
This means that the denominator of the sum to infinity equation can never be negative. The only way to obtain a negative sum to infinity is for the numerator, a1, to be negative. a1 is the first term of the series. Hence, if the first term is negative, the sum to infinity will ...
infinity inMaths topic From Longman Dictionary of Contemporary Englishin‧fin‧i‧ty/ɪnˈfɪnəti/noun1[uncountable]aspaceordistancewithoutlimitsor an endthe infinity of space2[singular, uncountable]anumberthat is too large to becalculatedIn the equation below, as E goes to zero, ...
Blow-up at space infinity for a quasilinear parabolic equation with space-dependent reaction We consider a nonnegative solution u of the Cauchy problem for a quasi-linear parabolic equation u(t) = Delta u(m)+mu(x)u(p) with the initial data u(0)(x) ... R Suzuki,N Umeda - 《Hokkai...
infinity Laplace equationabsolute minimizersviscosity solutionscomparison with standard functionsstability of solutionsWe present the theory of the viscosity solutions of the inhomogeneous infinity Laplace equation x i u x j u x i x j 2 u = f in domains in R n. We show existence and uniqueness...
The equation for the model is (3)P(xij=1|θ⇀j,a⇀i,b⇀i,ci)=ci+(1−ci)∏k=1meaik(θjk−bik)1+eaik(θjk−bik), where xij is the (0 or 1) response by examinee j to item i, a⇀i is a vector of parameters for item i with elements aik that indicate how ...
is a complex. More research is needed to understand the biological mechanisms involved and develop accurate models that consider individual variations, because dS/dt = aS -bS^2 could be reduce to an univariate quadratic equation, which seems too simple to reflect the realty of our natural world...