The LISA datastream will be populated by large instrumental and astrophysical noises, both potentially exhibiting long-term non-stationarities. Modelling and inferring on them is a challenging task, central for accurate signal reconstruction. In this...
去年年初我听到同事说在纽约看了浸入式戏剧《不眠之夜》，没想到在去年年底就在国内等到了。今年打开各大票务网站，很多知名的音乐剧，如《魔法坏女巫》、《西区故事》、《修女也疯狂》等原版音 …
《汉密尔顿》的音乐剧应该是不具备被引进的可能的。 原因有三： 这部剧在美国的早期卖点之一——政治正确性（无白人演员），在国内的土地上没有生根发芽的土壤。这一点虽然在中国没什么值得关注 …
截止到落笔时间2021年12月7日，汉密尔顿和维斯塔潘同分进入收官战争夺WDC，他至少还是F1这项运动的七冠王，以及一系列记录的保持者，汉密尔顿是一个总是充满争议的车手，对于喜欢他的车迷来 …
2024年9月29日，美国数学家理查德·斯特雷特·哈密顿（Richard Streit Hamilton，1943-2024）去世。 哈密顿教授因其在几何分析和偏微分方程领域的开创性贡献而闻名。
Hamilton的到来让我回想起了三年前在波士顿度过的七月四号。 那天和朋友们一起从剑桥坐地铁到Charles MGH，在河对岸的Hatch Shell狂欢了一整个晚上。 那晚Leslie Odom Jr有应邀在Hatch Shell …
Public Theatre 版海报 你要问我Hamilton到底好在哪，一句话真讲不清楚，因为它哪都好（。。。）最初想看Hamilton本来是为了看Jonathan Groff，3月7号抽到第一排票之后还特意跑去买了花 _ (:з)∠)_ …
After reviewing the Lagrangian-Hamiltonian unified formalism (i.e, the Skinner-Rusk formalism) for higher-order (non-autonomous) dynamical systems, we state a unified geometrical version of the Variational Principles which allows us to derive the Lag...
We set up a canonical Hamiltonian formulation for a theory of gravity based on a Lagrangian density made up of the Hilbert-Palatini term and, instead of the Holst term, the Nieh-Yan topological density. The resulting set of constraints in the time...
Evelyn Myrie (born 1959) is a Canadian community activist, particularly in the area of anti-Black racism, in Hamilton, Ontario. She is known for her community
We consider two models of deterministic active particles in an external potential. In the limit where the speed of a particle is fixed, both models coincide and can be formulated as a Hamiltonian system, but only if the potential is time-independent....
We study deterministic dynamics of overactive Brownian particles in 2D and 3D potentials. This dynamics is Hamiltonian. Integrals of motion for continuous rotational symmetries are reported. The cases of 2D, axisymmetric and non-axisymmetric 3D poten...
Hamiltonian mechanics is a reformulation of Lagrangian mechanics that emerged in 1833. Introduced by Sir William Rowan Hamilton, Hamiltonian mechanics replaces
We consider departures from hamiltonian dynamics in the evolution of neutral kaons due to their interactions with environment that generate entanglement among them. We propose a phenomenological model of stochastic re-scattering and estimate the co...
We consider departures from hamiltonian dynamics in the evolution of neutral kaons due to their interactions with the environment that generate entanglement among them....
We discuss an embedding of a vector field for the nonholonomic Routh sphere into a subgroup of commuting Hamiltonian vector fields on six dimensional phase space. The corresponding Poisson brackets are reduced to the canonical Poisson brackets on the...
One of the otherworldly entities rumored to haunt the location is that of Della Hamilton McCullough, the wife of either a judge or justice of the peace, who, in 1876, was allegedly hit and killed by a train on …
One of the otherworldly entities rumored to haunt the location is that of Della Hamilton McCullough, the wife of either a judge or justice of the peace, who, in 1876, was allegedly hit and killed by a train on …
In this note, we derive closed formulas for the energy of circulant graphs generated by $1$ and $γ$, where $γ\geqslant2$ is an integer. We also find a formula for the energy of the complete graph without a Hamilton cycle....
Feb 5, 2023 · What it does it mean? If you have to ask "What does it mean to be an Other?" - than it is very clear you have never been one, or you would know. If you are a white, British-descended …