Diseño y Creación de videojuegos Specialization

Start Date: 09/13/2020

Course Type: Specialization Course

Course Link: https://www.coursera.org/specializations/diseno-videojuegos

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About Course

El Programa Especializado pretende ser un punto de entrada al mundo del diseño y la creación del videojuego, considerando de forma específica e individualizada los diferentes aspectos que valora la industria: diseño - con particular interés de la parte artística - , motor y game play. Este punto de entrada te permitirá entender que crear un videojuego es un proceso complejo que involucra a cientos de personas durante un largo tiempo, en busca de un objetivo común: la creación de un videojuego que funciona tal y como lo ideaste. Una vez realizados los cursos, el proyecto final te permitirá centrarte y profundizar en aquella área que - en función de tu perfil o interés - te resulte de mayor atractivo: arte, proceso de diseño o programación y uso del motor.

Course Syllabus

Videojuegos: ¿de qué hablamos?
Diseño de videojuegos
Arte 3D y animación en videojuegos
Motores gráficos en videojuegos: game engine

Deep Learning Specialization on Coursera

Course Introduction

Introdúcete en el mundo de su creación.. Cinco cursos que te transportarán de la idea a la implementación de un videojuego.

Course Tag

Game Engine Autodesk 3ds Max Gameplay Game Design

Related Wiki Topic

Article Example
Specialization (pre)order On the other hand, the symmetry of specialization preorder is equivalent to the R separation axiom: "x" ≤ "y" if and only if "x" and "y" are topologically indistinguishable. It follows that if the underlying topology is T, then the specialization order is discrete, i.e. one has "x" ≤ "y" if and only if "x" = "y". Hence, the specialization order is of little interest for T topologies, especially for all Hausdorff spaces.
Specialization (pre)order The equivalence relation determined by the specialization preorder is just that of topological indistinguishability. That is, "x" and "y" are topologically indistinguishable if and only if "x" ≤ "y" and "y" ≤ "x". Therefore, the antisymmetry of ≤ is precisely the T separation axiom: if "x" and "y" are indistinguishable then "x" = "y". In this case it is justified to speak of the specialization order.
Specialization (pre)order Unfortunately, the property ""x" is a specialization of "y"" is alternatively written as ""x" ≤ "y"" and as ""y" ≤ "x"" by various authors (see, respectively,;).
Interactive specialization According to the second, the Interactive Specialization (IS)
Specialization (functional) Specialization is when people specialize in one thing or another which they are good at.
Specialization (functional) Adam Smith described economic specialization in his classic work, "The Wealth of Nations".
Academic specialization As the volume of knowledge accumulated by humanity became too great, increasing specialization in academia appeared in response.
Specialization (pre)order For the sake of consistency, for the remainder of this article we will take the first definition, that ""x" is a specialization of "y"" be written as "x" ≤ "y". We then see,
Specialization (linguistics) In linguistics, the term specialization (as defined by Paul Hopper), refers to one of the five principles by which grammaticalization can be detected while it is taking place. The other four principles are: layering, divergence, persistence, and de-categorialization.
Partial template specialization Partial template specialization is a particular form of class template specialization. Usually used in reference to the C++ programming language, it allows the programmer to specialize only some arguments of a class template, as opposed to explicit specialization, where all the template arguments are provided.
Specialization (pre)order For any sober space "X" with specialization order ≤, we have
Academic specialization In academia, specialization (or specialisation) may be a course of study or major at an academic institution or may refer to the field that a specialist practices in.
Specialization (pre)order The specialization order is often considered in applications in computer science, where T spaces occur in denotational semantics. The specialization order is also important for identifying suitable topologies on partially ordered sets, as it is done in order theory.
Specialization (pre)order The specialization order yields a tool to obtain a partial order from every topology. It is natural to ask for the converse too: Is every partial order obtained as a specialization order of some topology?
Specialization (pre)order (where cl{"y"} denotes the closure of the singleton set {"y"}, i.e. the intersection of all closed sets containing {"y"}), we say that "x" is a specialization of "y" and that "y" is a generization of "x"; this is commonly written using a wavy arrow (such as the one given by the command "\leadsto" in the "amssymb" LaTeX package) leading from "y" to "x".
Specialization (functional) Specialization (or specialisation) is the separation of tasks within a system. In a multicellular creature, cells are specialized for functions such as bone construction or oxygen transport. In capitalist societies, individual workers specialize for functions such as building construction or gasoline transport. In both cases, specialization enables the accomplishment of otherwise unattainable goals. It also reduces the ability of individuals to survive outside of the system containing all of the specialized components.
Functional specialization (brain) Subsequent cases (such as Broca's patient Tan) gave further support to the doctrine of specialization.
Functional specialization (brain) Functional specialization suggests that different areas in the brain are specialized for different functions.
Cognitive specialization Watson et al. provide support for a specific specialization in language-dependent humor. Its adaptive value has both extrinsic and intrinsic components: humor facilitates social bonding if shared extrinsically, and provides pleasure if enjoyed in one's own mind. In addition, Johnson-Frey (2003) proposed a unique human specialization for tool use. According to Johnson-Frey, humans' ability to use tools is based on complex cognitive mechanisms, not just advanced sensorimotor skills. Rather than it being considered a purely physical specialization based only in motor areas of the brain, Johnson-Frey argues that tool use should be classified as a cognitive phenomenon due to its foundation in cognition. On a more philosophical level, Boyer (2003) argues that "religious thought and behavior" is a specialization that originally developed as a by-product of brain function, and its adaptive purposes led to its continued evolution by natural selection. Krueger et al. (2007) have argued that trust, which may form the foundation for helping and altruism and thus the basis of human social interaction, is also a cognitive specialization.
Specialization (linguistics) Specialization refers to the narrowing of choices that characterizes an emergent grammatical construction. The lexical meaning of a grammaticalizing feature decreases in scope, so that in time the feature conveys a generalized grammatical meaning.