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ANALYSIS OF THE EFFECT OF THE TRUNCATED SCAN PLANE IN TIME-DOMAIN NEAR-FIELD MEASUREMENTS
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作者 Hu Hongfei Gao Xue Fu Demin(National Key Lab. of Antennas and Microwave Technology, Xidian University, Xi’an 710071) 《Journal of Electronics(China)》 2002年第1期89-93,共5页
The thought and formulation for near-field far-field transformation based on the direct time-domain computation scheme are given. The effect of the truncated scan plane is investigated by simulating time-domain measur... The thought and formulation for near-field far-field transformation based on the direct time-domain computation scheme are given. The effect of the truncated scan plane is investigated by simulating time-domain measurement of an open-ended waveguide antenna, and a simple and effective criterion is derived for removing the truncation errors in the practical time-domain near-field measurements. 展开更多
关键词 Near-field measurement TIME-DOMAIN truncation effect
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Anti-tumor effects induced by gene vaccines co-expressing truncated human prostate specific membrane antigen gene and mouse 4-1BBL
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作者 匡幼林 《外科研究与新技术》 2011年第4期250-250,共1页
Objective To investigate the influence of m4-1BBL on anti-tumor effects induced by truncated human prostate specific membrane antigen ( tPSMA ) gene in mice. Methods A eukaryotic expression plasmid encoding tPSMA and ... Objective To investigate the influence of m4-1BBL on anti-tumor effects induced by truncated human prostate specific membrane antigen ( tPSMA ) gene in mice. Methods A eukaryotic expression plasmid encoding tPSMA and m4-1BBL ( pDC316-tPSMA-IRES m4-1BBL) ,pDC316-tPSMA and pDC316 were constructed. 展开更多
关键词 GENE Anti-tumor effects induced by gene vaccines co-expressing truncated human prostate specific membrane antigen gene and mouse 4-1BBL IRES
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Student’s t Increments
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作者 Daniel T. Cassidy 《Open Journal of Statistics》 2016年第1期156-171,共16页
Some moments and limiting properties of independent Student’s t increments are studied. Inde-pendent Student’s t increments are independent draws from not-truncated, truncated, and effectively truncated Student’s t... Some moments and limiting properties of independent Student’s t increments are studied. Inde-pendent Student’s t increments are independent draws from not-truncated, truncated, and effectively truncated Student’s t-distributions with shape parameters and can be used to create random walks. It is found that sample paths created from truncated and effectively truncated Student’s t-distributions are continuous. Sample paths for Student’s t-distributions are also continuous. Student’s  t increments should thus be useful in construction of stochastic processes and as noise driving terms in Langevin equations. 展开更多
关键词 Student’s t-Distribution TRUNCATED effectively Truncated Cauchy Distribution Random Walk Sample Paths CONTINUITY
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