模版集 — Recent

In this study we identify factors that affect a Major League Baseball (MLB) pitcher's salary. We are interested in knowing whether ability is a good indicator of compensation. To test this we created a model to predict the salaries of pitchers in the MLB.

Just a quick thing I threw together to allow you to keep track of the state of Commander games in Magic: The Gathering. The \makecommandersheet command creates the sheet with the given list of names.

This example shows how to use the free Linux Libertine fonts on writeLaTeX. The Libertine font family provides serif fonts similar to Times New Roman. The source code is based on The LaTeX Font Catalogue.

Learn FEM by example in a few steps.

UTFPR Report temaplate

Problem Set Answer template

A template for the Journal of Radiation Oncology Informatics. You can reuse this for your journal by editing the specific entries in the CLS file for name (do a Search and Replace of 'jroi' for your journal's initials, copyright holder [line 213] and colour (something different that you prefer) [line 406, 408]. You will need to change the first line in MAIN.TEX from '\documentclass[JROI,PDF]{jroi}' to reflect your journal.

Dreuw & Deselaer's Poster LaTeX Template Version 1.0 (11/04/13) Created by: Philippe Dreuw and Thomas Deselaers http://www-i6.informatik.rwth-aachen.de/~dreuw/latexbeamerposter.php This template has been downloaded from: http://www.LaTeXTemplates.com License: CC BY-NC-SA 3.0 (http://creativecommons.org/licenses/by-nc-sa/3.0/)

Quantum Mechanics was first conceived at the turn of the twentieth century, and since has shook the foundations of modern physics. It is a radically different viewpoint from classical physics, which works on the macroscopic scale, in contrast to quantum mechanics' microscopic domain. Though at first it was heavily debated by members of the scientific communit, it is and has been both theoretically and experimentally verified by the likes of Einstein, Heisenberg, Shr\"{o}dinger, to name but a few. This being said, it is still an incomplete theory, and has yet not been concretely proved, despite strong experimental evidence for its truth. The aim of this report is to introduce the field of quantum mechanics, and to investigate the notions of conservation/symmetry, familiar from classical mechanics. The transformations we consider here are parity/space-inversion, lattice translation and time reversal. We will build a knowledge base by analysng the operators that represent these transformation within a quantum mechanical framework. This paper is presented for an audience that has completed a mathematics degree course up to and including second year. The specific feilds we draw upon include differential equations (MA1OD1, MA2OD2, MA2PD1), linear algebra (MA2LIN), and dynamics (MA2DY). These modules are assumed to be prior knowledge. The main sources of information for this project are: An Introduction To Quantum Mechanics, D.J. Griffiths (1995), Second edition, Pearson Education ltd., 2005 Modern Quantum Mechanics, J.J. Sakurai (1994), First edition, Addison-Wesley Publishing Company inc. 1994 which are referenced throughout. For specific pages, see the bibliography, which is found in section 6.