Generador de exámenes test aleatorios basados en R y LATEX

El presente documento aborda el proceso de realización del proyecto \Generación aleatoria de Test" utilizando para ello un gestor de base de datos y principalmente los lenguajes LaTex y R. También se realizará una explicación de cómo se han integrado entre s ambos lenguajes relacionándolos con la base de datos, cómo se han codificado los métodos empleados para la realización del sistema de test, los problemas que han ido surgiendo a lo largo de dicha integración y desarrollo y las mejores medidas que se han adoptado para tratar de solventarlos. Por último, se ilustraran unos ejemplos de instalación y funcionamiento del programa y se comentaran unas breves conclusiones obtenidas tras su finalización y las posibles líneas futuras que se pueden adoptar de cara a progresar y mejorar el programa.

Study of packing lines for stone fruits and citrus using two instrumented spheres in some cooperatives in the region of Murcia (Spain).

Two instrumented spheres IS 100 were used to evaluate the quality of post-harvest operations. Results obtained from measurements made with both IS (8.8 cm 0 and 6.2 cm 0) show significant differences. Both IS measure the same values of the same variables for soft materials, but not for hard surfaces. Four packing lines belonging to different cooperatives of the region of Murcia (two for stone fruits and two for citrus) were tested. IS values obtained in transfers belonging to the tested lines lay well above 50 g's in most of them Much higher impact intensities are registered in citrus lines than in stone fruit packing lines. To study the incidence of a certain packing line on different products an interaction fruit-packing line test was perf01med. In all cases, more than 50% of fruits belonging to the post-handling sample showed some kind of damage. Bruises evolve after 48 hours storage at room temperature.

Conchoid surfaces of spheres

The conchoid of a surface F with respect to given xed point O is roughly speaking the surface obtained by increasing the radius function with respect to O by a constant. This paper studies conchoid surfaces of spheres and shows that these surfaces admit rational parameterizations. Explicit parameterizations of these surfaces are constructed using the relations to pencils of quadrics in R3 and R4. Moreover we point to remarkable geometric properties of these surfaces and their construction.