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phylotree.js - a JavaScript library for application development and ...

https://scholarshare.temple.edu/bitstreams/b1ecc345-7a7c-4776-a366-9b5585e714d6/download

London: J. Murray; 1859. Vaughan TG. IcyTree: rapid browser-based visualization for phylogenetic trees and networks. Bioinformatics. 2017;33:btx155. Kreft Ł, Botzki A, Coppens F, Vandepoele K, Van Bel M. PhyD3: a phylogenetic tree viewer with extended phyloXML support for functional genomics data visualization. Bioinformatics. 2017;33(18):2946 ...

MS in Health Informatics | College of Public Health | College of Public ...

https://cph.temple.edu/marketing/lp/MSHI

Designed for All Backgrounds – Ideal for professionals with or without prior health informatics experience. Exclusive Industry Access – Full-time students receive free Healthcare Information and Management Systems Society (HIMSS) membership.

F2 : A Physical Internet Architecture for Fresh Food Distribution Networks

https://cis.temple.edu/~apal/ipic_food.pdf

j pt‘ ijd t‘ ij 8‘2f2;:::;Tg;8t X t Lt‘:Vt C 8‘2f2;:::;Tg (8) where Vtis the volume of the container type t. Constraint(8) simply assumes that multiple containers of different sizes always fit within a truck as far as their cumulative volume is less than the truck’s capacity. This is an over-estimation of the packing ability of the ...

Detecting, Localizing, and Tracking an Unknown Number of Moving Targets ...

https://sites.temple.edu/pdames/files/2016/07/DamesTokekarKumarISRR2015.pdf

t = fzr 1;t;zr 2;t;:::;zr m;tg to targets that it detects within the field of view (FoV) of its sensor. The number of measurements, mt, varies over time due to false negative and false positive detections and the mo-tion of the robots and the targets.

Modeling Infiltration with Approximate Solutions to Richard s Equation

https://sites.temple.edu/sserrano/files/2020/08/12-Modeling-Infiltration-with-Approximate-Solutions-of-Richards-Equation.pdf

x u'ui1~ub2ui! erfc (28 ) 8 F 4 E01 E11E2!tG A ~ Fig. 1 shows the water content versus distance according to Eq. 28 , Philip ! 1955 , Parlange 1971 , and experimental obser- ~ ~ ! ~ ! vation at t 1 h. Fig. 2 shows the same situation at t 3 h. Eq.