6. mathematics maximum of mathematical function: a numerical value approached by a mathematical function as the independent variable of the function approaches infinity or a specific value 7. mathematics value specifying integral's range: one of the two given values specifying the range...
Consider a moving average process X of the form X(t) = integral(t)(-8)phi(t - u) dZ(u), t >= 0, where Z is a (non Gaussian) Hermite process of order q >= 2 and phi : R+ -> R is sufficiently integrable. This paper investigates the fluctuations, as T -> infinity, of ...
intLim (Integral Limit Locations)This element specifies the document setting for the default placement of integral limits, when converted from a linear form to a two-dimensional output (professional form). Limits can be either centered above and below the integral, or positioned just to ...
1.set a limit to：为xx设置一个限制/极限 2.the limit of：xx的极限 3.without limit：没有限制，无极限 4.limit sth to：将某物限制在xx范围内 1.她知道自己的权限 She knows her limit.2.我为了减肥,限定自己每天摄入1000卡的热量 In order to lose weight, I limit my daily intake o...
Noncommutative geometry of the Moyal plane: translation isometries and spectral distance between coherent states limit is sufficient: substituting in (3.42) |ϕκ(fβ) − ϕ(fβ)| with its integral form (3.13), fβ being in the Lipschitz ball allows to exchange the limit and the integral...
So we see that int gave up. But that does not mean we need to give up too. We can still solve the problem easily enough. Use ode45. Effectively, if we wish to integrate R from 0 to t, this is equivalent to solving the simple first order ODE, of the form ...
we mean a set of the form ω(X) or α(X). Here are some examples of limit sets. If X* is an asymptotically stable equilibrium, it is the ω-limit set of every point in its basin of attraction. Any equilibrium is its own α- and ω-limit set. A periodic solution is the α-li...
On the number of limit cycles bifurcating from a non-global degenerated center We give an upper bound for the number of zeros of an Abelian integral. This integral controls the number of limit cycles that bifurcate, by a polynomial pe... Armengol Gasull a,Chengzhi Li b,Changjian Liu b -...
2.1.1670 Part 1 Section 22.1.2.49, intLim (Integral Limit Locations) 2.1.1671 Part 1 Section 22.1.2.50, intraSp (Intra-Equation Spacing) 2.1.1672 Part 1 Section 22.1.2.51, jc (Justification) 2.1.1673 Part 1 Section 22.1.2.52, lim (Limit) 2.1.1674 Part 1 Section 22.1.2.54, limLow (...
For example, let the variablesXntake on only integral values. Then the sumssnalso assume only integral values, and the question naturally arises of the limiting behavior of the probabilitiesPn(m) thatsn=m, wheremis an integer. A simple example of a local limit theorem is the Laplace theorem...