「integrable」の意味(adjective)
词性(英语单词的分类):形容词
与“数学”相关的术语
专门
它的意思是[如果一个函数或方程可积,则可以计算其积分]。
中文翻译:[可集成]
它用来表示它可以与其他事物有效地结合。
参考:「integrable」示例短语列表
integrable是一个英语单词,有几个不同的含义。 让我们用例句来解释每个的含义和用法!
Also T. Kohno studies quantum invariants on low dimensional manifolds, which are related to
integrable
systems and the conformal field theory.
此外,T. Kohno 研究低维流形的量子不变量,这一研究主题也与
可积系统
和共形场论相关。
In the
integrable
case, the higher-spin model is constructed from the higher-dimensional representation of the Uq(sl2) algebra and therefore the quantum inverse scattering method (QISM) is valid.
在
可积
情况下,高阶自旋模型由 Uq(sl2) 代数的高维表示组成,并且可以应用量子逆散射方法。
Therefore, there are no two-dimensional leaves, and the system is not completely
integrable
.
因此,不存在二维叶子,系统不是完全
可积的
。
The existence of an
integrable
almost complex structure, on the other hand, is a much more difficult analytic question.
另一方面,
可积
近复结构的存在性是一个非常困难的分析问题。
Not every Pfaffian system is completely
integrable
in the Frobenius sense.
)并非所有普芬系统在弗罗贝尼乌斯意义上都是完全
可积的
。
Because C is not Jordan measurable, IC is not Riemann
integrable
.
由于 C 不是约旦可测的,因此 IC 不是黎曼
可积的
。
Since the existence of an
integrable
almost complex structure is equivalent to the existence of a complex structure, this is sometimes taken as the definition of a complex structure.
由于
可积
近似复数结构的存在等价于复数结构的存在,因此有时用它来定义复数结构。
I am studying underlying mathematical structures of such systems called the ”
integrable
systems”, and seeking generalization and application of their machineries.
我研究共享此类数学的
可积
系统背后的结构,并探索其机制的扩展和应用。
Choosing “good” discretizations can preserve the
integrable
structure that lies behind many of the well known types of special curves, surfaces, parametrizations etc.
许多著名的曲线和曲面参数化背后都隐藏着
可积
结构,而这种可积结构通过选择良好的离散化得以保留。
Our division studies the gauge theory-string theory correspondence by relating it to
integrable
systems with infinite dimensional symmetry and quantum topological invariants as mathematical structures of string theory.
在这个部门,我们正在通过将弦理论的数学结构与规范理论以及弦理论与无限
可积
系统和量子几何不变量的对应关系来开展研究。
It takes a locally
integrable
function f: Rd -> C and returns another function Mf that, at each point x ∈ Rd, gives the maximum average value that f can have on balls centered at that point.
对于局部
可积
函数 f: Rd -> C,它给出 f 在以每个点 x ∈ Rd 为中心的球体上可以采取的最大平均值 Mf。
When the function is
integrable
, the Fourier transform is still uniformly continuous and the Riemann-Lebesgue lemma holds.
当函数
可积
时,傅里叶变换仍然一致连续,黎曼-勒贝格引理成立。
Since f is the pointwise limit of the sequence (fn) of measurable functions that are dominated by g, it is also measurable and dominated by g, hence it is
integrable
.
由于 f 是由 g 控制的可测函数序列 (fn) 的点收敛极限,因此它也是由 g 控制的可测函数,因此是
可积的
。
The system is therefore said to be
integrable
, while the nonholonomic system is said to be nonintegrable.
因此,完整系统称为
可积
系统,非完整系统称为不可积系统。
These algebras are related to geometric objects such as quiver varieties and Coulomb branches, or
integrable
systems such as Calogero-Sutherland model. I am also interested in getting deeper understanding of these relationships.
该代数还与几何对象(如箭袋簇和库仑分支)以及
可积
系统(如 Calogero-Sutherland 模型)相关,我有兴趣更深入地理解这些关系。
For more details about this quantization in the case n = 1 (and an extension using the Fourier transform to a class of
integrable
functions larger than the polynomial functions), see Wigner-Weyl transform.
有关此量化的 n = 1 情况的详细信息(及其对大多数
可积
函数的扩展,包括使用傅里叶变换的多项式函数),请参阅 Weyl 量化 en。
The Newlander-Nirenberg theorem states that an almost complex structure J is
integrable
if and only if NJ = 0.
纽兰德-尼伦伯格定理指出,近复结构 J 是
可积的
,并且 NJ = 0 的事实是等效的。
Levi (1906) conjectured that the theorem could be extended to functions that were
integrable
rather than bounded, and this was proved by Fubini (1907).
1906 年,Lévy 推测该定理
可以扩展到可积函数,即使它们无界
,Fubigny 于 1907 年证明了这一点。
In this talk, I explain an attempt to characterize the 40 types of
integrable
systems obtained as the autonomous limit of the 4-dimensional Painlev¥N e-type equations, by inspecting the degenerations of their spectral curves, which are curves of genus two.
在本次研讨会中,我们将研究由自激 4 维 Painlevé 型方程获得的 40 个
可积系统
方程的谱曲线(属 2 代数曲线)的退化(Namikawa-Ueno 型)。我将解释我试图表征它的尝试。
4,141 – 252 (2009) Poisson vertex algebras in the theory of Hamiltonian equations A. Barakat, A. De Sole, V.G. Kac Abstract: We lay down the foundations of the theory of Poisson vertex algebras aimed at its applications to integrability of Hamiltonian partial differential an equation is called
integrable
if it can be included in an infinite hierarchy of compatible Hamiltonian equations, which admit an infinite sequence of linearly independent integrals of motion in involution.
4, 141 – 252 (2009) 哈密顿方程理论中的泊松顶点代数 A. Barakat, A. De Sole, VG Kac 摘要:我们开发了泊松顶点代数,以期应用于哈密顿偏微分方程的可积性。
如果一个方程可以包含在相互兼容的哈密顿方程的无限层次结构中,则该方程被认为是可积的
,每个方程都具有无限多个线性独立的包含运动的积分。
“integrable”的同义词列表。 让我们按顺序来记住吧!。
听“ integrable ”的土音(发音)!
读法是【ˈɪn.tə.ɡrə.bəl】。 听下面的视频并大声发音【ˈɪn.tə.ɡrə.bəl】。

