{overleaf skabelonsgalleri}LaTeX templates and examples — Recent

xcolor names can contain CJK characters! So here are some Chinese and Japanese traditional colour names like 丁香色, 御召御納戸 . CJK-related packages not required if your document doesn't need to display any CJK text.

Akari Matsumoto

This document serves both as JEDM submission instruction and as a template file.

Teaching and Research Statement example written for 2015 faculty search season.

Principal Components Analysis (PCA) and Canonical Correlation Analysis (CCA) are among the methods used in Multivariate Data Analysis. PCA is concerned with explaining the variance-covariance structure of a set of variables through a few linear combinations of these variables. Its general objectives are data reduction and interpretation. CCA seeks to identify and quantify the associations between two sets of variables i.e Pulp fibres and Paper variables.PCA shows that the first PC already exceeds 90% of the total variability. According to the proportion of variability explained by each canonical variable , the results suggest that the first two canonical correlations seem to be sufficient to explain the structure between Pulp and Paper characteristics with 98.86%. Despite the fact that the first the two canonical variables keep 98% of common variability, 78% was kept in the pulp fiber set and about 94% of the paper set as a whole. In the proportion of opposite canonical variable,there were approximately 64% for the paper set of variables and 78% for the pulp fiber set of variables kept for the two respectively.

Il s'agit d'un gabarit simple destiner à des étudiants qui n'ont jamais utilisé LaTeX. J'ai inclus plusieurs commentaires afin de donner quelques explications quant aux commandes utilisées.

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.

The lecture notes are based on Tom Coates' lecture on toric varieties. A few references: M. Audin, Toric actions on symplectic manifolds W. Fulton, Toric varieties Cox-Schenck-Little, Toric varieties

Computo Forense Agave