到达时间间隔的英文

• interval, arrival time

• 到达时间    time of arrival
• 间隔    interval; space; spacing; bl ...
• 到达时间    arrival time; date and time of arrival; time of advent; timeofarrival; toa time of arrival; toa: time of arrival
• 到达时间差    arrival time interval（Δtij）; dtoa; interal arrival time; interal,arrivaltime; interval arrival time （Δtij); tdoa
• 到达时间抵达时间    time of arrival
• 到达时间分布    arrival time distribution; erlang denistribution
• 到达时间估计    arrival time estimation
• 估计到达时间    estimated time o arrival; eta estimated time of arrival; eta： estimated time of arrival
• 洪水到达时间    flood concentration time
• 计算到达时间    cta calculated time of arrival
• 平均到达时间    average arrival time
• 期望到达时间    eat; expected approach time
• 实际到达时间    ata actual time arrival; ata actual time of arrival
• 盐水到达时间    brine arrival time
• 预定到达时间    estimated time of arrival(e.t.a); eta estimate time of arrival
• 预计到达时间    eat (estimated time of arrival); estimated time of arrival ( eta); eta estimated time of arrival; eta estimatedtimeofarrival; eta expected time of arrival; expected time of arrival
• 正点到达时间    due time of arrival
• 最早到达时间    earliest arrival time; earlist arrival time
• 等时间间隔    constant duration; equally spaced interval of time
• 短时间间隔    spell
• 类时间间隔    timelike interval
• 时间间隔    time interval; time span; time cell; period; time separation◇时间间隔测定仪 chronotron; 时间间隔分析器 time interval analyzer; 时间间隔计 intervalometer; 时间间隔平均法 time interval averaging method
• 时间间隔法    time interval method; time spacing method
• 时间间隔计    intervalometer; intervalometre; time interval meter
• 时间间隔铃    time interval bell

• Messages seldom arrive at predictable intervals
  消息的到达时间间隔几乎不可预测。
• In this paper , we use the idea of the classical risk model and consider a continuous - time risk model with inter - occurrence times following the deficit - time geometric distribution . by an application of the key renewal theorem in the case of the lattice distribution we derive lundberg bounds , cramer - lundberg approximations to the ruin probability and finite - horizon lundberg inequalities
  本文利用经典风险模型的思想，对索赔到达时间间隔服从亏时几何分布的连续时间风险模型做了进一步的研究，应用关键更新定理(格点分布的情形) ，得到了破产概率的lundberg界， cram r - lundberg逼近以及有限时间破产概率的lundberg不等式。