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Geometrical Optics from the Ground up被引量：1
《Applied Mathematics》2020年第10期1021-1040,共20页Jan Vrbik 
We review, with proper derivation and proofs, the common undergraduate formulas for building images of objects using a system of lenses with spherical surfaces. This is done using the first-order approximation which a...
关键词：Paraxial Approximation Cardinal Points Ray-Transfer Matrix Keystone Distortion Exit Pupil Aparture and Vignetting 
Exit Probability and First Passage Time of a Lazy Pearson Walker: Scaling Behaviour
《Applied Mathematics》2016年第12期1353-1358,共6页Muktish Acharyya 
The motion of a lazy Pearson walker is studied with different probability (p) of jump in two and three dimensions. The probability of exit (  ) from a zone of radius  is studied as a function of  with different values...
关键词：Pearson Walker Lazy Random Walk Exit Probability First Passage Time SCALING 
Manpower Systems Operating under Heavy and Light Tailed Inter-Exit Time Distributions
《Applied Mathematics》2014年第2期285-291,共7页R. Sivasamy P. Tirupathi Rao K. Thaga 
This paper considers a Manpower system where “exits” of employed personnel produce some wastage or loss. This system monitors these wastages over the sequence of exit epochs {t0 = 0 and tk;k = 1, 2,…} that form a r...
关键词：Manpower System Recruitment Policy Inter-Exit TIME Wastage Waiting TIME to Breakdown HEAVY TAILED Inter-Exit TIME Distribution and LIGHT TAILED Distribution 
Two-Sided First Exit Problem for Jump Diffusion Distribution Processes Having Jumps with a Mixture of Erlang被引量：1
《Applied Mathematics》2013年第8期1142-1153,共12页Yuzhen Wen Chuancun Yin 
In this paper, we consider the two-sided first exit problem for jump diffusion processes having jumps with rational Laplace transforms. We investigate the probabilistic property of conditional memorylessness, and driv...
关键词：FIRST EXIT Time Two-Sided JUMPS Jump Diffusion Process OVERSHOOT 
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