区间列车,interval train
1)interval train区间列车
2)train running of section区间列车运行
3)local train service区间列车业务
4)interval sequence区间序列
英文短句/例句

1.sequenceof nonoverlapping intervals互不相交的区间序列
2.Analysis and Forecast of the District-income Difference According to Time Series Model;基于时间序列模型的区域收入差异预测和分析
3.Measuring sustainable development of water resources with aquatic ecological footprint in Guangzhou based on ARIMA model;基于ARIMA模型的区域水生态足迹时间序列分析
4.Optimal Choice for Compositions in Inter-simple Sequence Repeat (ISSR) Analysis of Mangrove Plant Sonneratia caseolaris;红树植物海桑简单重复序列区间(ISSR)条件的优化
5.Sequence analysis of Karenia mikimotoi based on ribosomal 18S rDNA and internal transcribed space regions米氏凯伦藻18S rDNA和转录间隔区序列分析
6.Optimization of ITS-OCR Amplification Conditions of Epimedium acuminatum粗毛淫羊藿内转录间隔区序列扩增条件的优化
7.An Analysis of Nuclear rDNA ITS Sequence and Phylogenesis of Different Green Algae不同绿藻核rDNA间隔区ITS的序列和系统发育分析
8.Particle Size Analysis Curve Comparative Stratum by Time Series in Peifeng Mine用时间序列粒度分析曲线对比培丰勘探区地层
9.Chaotic FH Sequences With Given Minimum Gap Based on Chaos and Twice Interval-Division基于区间二级划分动态量化宽间隔混沌跳频序列
10.The Hyperspace of the Regions Below of Continuous Maps from the Converging Sequence;从收敛序列到单位区间连续函数下方图形超空间
11.Identification of chaos in heating load time series and interval prediction供热负荷时间序列混沌特性识别及区间预报研究
12.Binary-Objective Interval Number Compromise Programming Based on Forecasting of the Fuzzy Time-Series基于模糊时间序列预测的二目标区间数折衷规划
13.Ribosomal DNA ITS sequence analysis of Aquilaria sinensis from different geographical origin in China我国不同地区白木香核糖体DNA内转录间隔区碱基序列分析
14.The Symbolic Analysis of Transition between U-Sequence and Farey Sequence;U序列与Farey序列之间过渡的符号分析
15.nonhomogeneous nonstationary time series非齐次非平稳时间序列
16.homogeneous nonstationary time series齐次非平稳时间序列
17.turning point in time series时间序列中的转折点
18.erratic variation in time series时间序列的不规则变动
相关短句/例句

train running of section区间列车运行
3)local train service区间列车业务
4)interval sequence区间序列
5)sequences of close intervals闭区间列
6)sequences of open intervals开区间列
延伸阅读

区间表示实变量x的取值范围。设a、b是两个实数,且a<b,满足a<x<b的实数x的集合记为(a,b)或]a,b[,称为开区间;满足a≤x≤b的实数x的集合记为[a,b],称为闭区间。满足a≤x<b或a<x≤b的实数x的集合,分别记为[a,b)、[a,b[或(a,b]、]a,b],称为半开半闭区间。