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Plantilla de la Rev. ACCEFYN para editores en Latex. La plantilla contiene todos los estilos para la diagramación de su artículo científico. Por favor no editar la hoja de estilos a menos que sea estrictamente necesario.

This is the template for the preparation of manuscripts for submission to the Transactions of the AMS; it is pre-loaded with the necessary files, and can be opened for editing in Overleaf simply by clicking the button above. Once your manuscript is ready, the 'Submit to the Transactions of the AMS' button in the top bar of the Overleaf editor provides a quick route to the official Transactions of the AMS submission portal with the files you need for submission.

California State University, East Bay Master's thesis template

This thesis template is offered by the Media Computing Group (hci.rwth-aachen.de). For more information visit hci.rwth-aachen.de/thesis-template.

Um simples exercício

Sejarah matematika tidak bisa dilepaskan dari penemuan dan pengembangan bilangan imajiner. Saat ini bilangan imajiner masih digunakan secara luas dalam berbagai bidang, baik untuk keperluan teoritis maupun praktis. Tetapi sedikit orang yang mengetahui kisah dibalik pengembangan bilangan ini yang telah dipenuhi dengan petualangan dan teka-teki. Juga tidak banyak orang yang mengetahui persentuhan penting bilangan imajiner (atau bilangan kompleks) dengan Landasan Matematika, yang memiliki kaitan penting dengan teori filsafat, ilmu logika dan uraian latar belakang sejarahnya.

Assignments for Introduction to Database Management Systems

An attempt to fulfill the format required by the Rio Pipeline 2017 Conference.

In this experiment, we attempt to better understand how materials properties are tested. We tested a number of simple beams of different materials under a stress. The bending of the materials allowed for us to calculate the Poisson's Ratio and elastic moduli for each material. From this, we were able to not only compare materials but also methods of measuring elasticity. Despite some error in our results, which can be explained by the scale of our measurements in relation to the stiffness of certain materials, we find both strain gauges and equations of cantilever to be appropriate measurement techniques for measuring the elastic modulus of simple beams.