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Thesis Template for Cal Poly, San Luis Obispo. An update of a modified UC template originally due to Michael Barry [2007] and Andrew Tsui [2009]. New work contributed by Dr. Paul Choboter, and Alex Scherling [2014].

This template is for KVIS students who have to write reports in LaTeX.

Documento para a Feira do Unigrande

A LaTeX class implementing the new (as of 2015) NIH Biographical Sketch Format. The original template can be found at the author's GitHub page. This LaTeX document class tries to adhere to the Biographical Sketch formatting requirements outlined in NIH Notice NOT-OD-15-032. This new format is required for applications submitted for due dates on or after May 25, 2015. I tried to mimic the example documents provided on the SF 424 (R&R) Forms and Applications page as closely as possible. I intend to use this class for my own upcoming grant submissions; however I offer no guarantee of conformity to NIH requirements.

A LaTeX template for reports created by postgraduate students of Edinburgh University. This template was originally published on ShareLaTeX and subsequently moved to Overleaf in November 2019.

How to conceal objects from electromagnetic radiation has been a hot research topic. Radar is an object detection system that uses Radio waves to determine the range , angle, or velocity. A radar transmit radio waves or microwaves that reflect from any object in their path. A receive radar is typically the same system as transmit radar, receives and processes these reflected wave to determine properties of object. Different organizations are working onto hide object from the radar in outer space. Any confidential object can be taken through space without being detected by the enemies. This calls for necessity of devising new method to conceal an object electromagnetically.

Modelo modificado para paleta de cores da UNB e apresentação com as logos disponibilizadas pelo próprio site da Universidade. #Universidade de Brasília (UnB) #FGA

Grace Di Domenico's CV

Wiskundecollega Pedro Tytgat ontdekte onlangs een merkwaardige applet op het internet. Op http://functionspace.org/topic/1638/opinion/7591 vond hij tussen een hele serie animated gifs een applet voor de krimpende puntenketting die meetkundig gezien niet veel meer doet dan het berekenen van het midden van een lijnstuk. Deze applet viel niet alleen op door haar meetkundige schoonheid maar ook door een korte discussie over een mogelijke verklaring via dominante eigenwaarden en eigenvectoren.De aangekondigde verklaring ontbrak echter op deze site. Korte tijd na de ontdekking van de stelling van de krimpende puntenketting kwam er een compacte maar geïnspireerde analyse van Dirk Danckaert. In dit verslag probeer ik zijn ideën iets breedvoeriger uit te schrijven.