On the eve of the Opium War,J.F.Davis,His Majesty’s Chief Superintendent of British Trade in China,put forward“Reticent”policy to ease the Sino-British relations after“Napier’s Fizzle”.The“Reticent”policy is a...On the eve of the Opium War,J.F.Davis,His Majesty’s Chief Superintendent of British Trade in China,put forward“Reticent”policy to ease the Sino-British relations after“Napier’s Fizzle”.The“Reticent”policy is an informal foreign policy towards China,the main purpose of which is to safeguard Britain’s economic interests in China.However,due to the compromise of this policy,it aroused the dissatisfaction and resistance of British businessmen in China,so it was not implemented for a long time.After the“Reticent”policy failed,the British government turned to the“gunboat”policy.展开更多
We apply the Davies method to give a quick proof for the upper estimate of the heat kernel for the non-local Dirichlet form on the ultra-metric space. The key observation is that the heat kernel of the truncated Diric...We apply the Davies method to give a quick proof for the upper estimate of the heat kernel for the non-local Dirichlet form on the ultra-metric space. The key observation is that the heat kernel of the truncated Dirichlet form vanishes when two spatial points are separated by any ball of a radius larger than the truncated range. This new phenomenon arises from the ultra-metric property of the space.展开更多
他说:“完成某件事的唯一方法就是努力工作和坚持不懈。”“The only way to ac-complish something is through hard work and con-sistency,”said actor Greg Tarzan Davis.“The first step is to get started.”Davis grew up in a...他说:“完成某件事的唯一方法就是努力工作和坚持不懈。”“The only way to ac-complish something is through hard work and con-sistency,”said actor Greg Tarzan Davis.“The first step is to get started.”Davis grew up in a large family in New Orleans,Louisiana.展开更多
设{X_i,i≥1}是一严平稳零均值LPQD随机变量序列,0<EX_1~2<∞,σ~2=EX_1~2+sum from j=2 to ∞(E(X_1X_j)),并且0<σ~2<∞,令S_n=sum from i=1 to n(X_i),利用部分和S_n的弱收敛定理,证明了当ε→0时,sum from n≥1 to(n^(r...设{X_i,i≥1}是一严平稳零均值LPQD随机变量序列,0<EX_1~2<∞,σ~2=EX_1~2+sum from j=2 to ∞(E(X_1X_j)),并且0<σ~2<∞,令S_n=sum from i=1 to n(X_i),利用部分和S_n的弱收敛定理,证明了当ε→0时,sum from n≥1 to(n^(r/p-2))P〔│S_n│≥εn^(1/p)〕,sum from n≥1 to(1/n)P〔│S_n│≥εn^(1/p)〕,sum from n≥1 to((1n n)~δ/n)P〔│S_n│≥ε(n 1n n)～(1/2)〕的精确渐近性.展开更多
In this paper we investigated theL 1 norm inequalities of theP square and the maximal functions of two-parameterB-valued strong martingales, which can be applied to characterizep-smoothness andq-convexity of Banach sp...In this paper we investigated theL 1 norm inequalities of theP square and the maximal functions of two-parameterB-valued strong martingales, which can be applied to characterizep-smoothness andq-convexity of Banach spaces.展开更多
文摘On the eve of the Opium War,J.F.Davis,His Majesty’s Chief Superintendent of British Trade in China,put forward“Reticent”policy to ease the Sino-British relations after“Napier’s Fizzle”.The“Reticent”policy is an informal foreign policy towards China,the main purpose of which is to safeguard Britain’s economic interests in China.However,due to the compromise of this policy,it aroused the dissatisfaction and resistance of British businessmen in China,so it was not implemented for a long time.After the“Reticent”policy failed,the British government turned to the“gunboat”policy.
基金supported by National Natural Science Foundation of China(11871296).
文摘We apply the Davies method to give a quick proof for the upper estimate of the heat kernel for the non-local Dirichlet form on the ultra-metric space. The key observation is that the heat kernel of the truncated Dirichlet form vanishes when two spatial points are separated by any ball of a radius larger than the truncated range. This new phenomenon arises from the ultra-metric property of the space.
文摘他说:“完成某件事的唯一方法就是努力工作和坚持不懈。”“The only way to ac-complish something is through hard work and con-sistency,”said actor Greg Tarzan Davis.“The first step is to get started.”Davis grew up in a large family in New Orleans,Louisiana.
文摘设{X_i,i≥1}是一严平稳零均值LPQD随机变量序列,0<EX_1~2<∞,σ~2=EX_1~2+sum from j=2 to ∞(E(X_1X_j)),并且0<σ~2<∞,令S_n=sum from i=1 to n(X_i),利用部分和S_n的弱收敛定理,证明了当ε→0时,sum from n≥1 to(n^(r/p-2))P〔│S_n│≥εn^(1/p)〕,sum from n≥1 to(1/n)P〔│S_n│≥εn^(1/p)〕,sum from n≥1 to((1n n)~δ/n)P〔│S_n│≥ε(n 1n n)～(1/2)〕的精确渐近性.
基金Supported by the National Natural Science Foundation of China
文摘In this paper we investigated theL 1 norm inequalities of theP square and the maximal functions of two-parameterB-valued strong martingales, which can be applied to characterizep-smoothness andq-convexity of Banach spaces.
