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Hablando un poco sobre Juegos, Diseño, DiseñoDeJuegos y Adaptaciones.
Este mes estaré muy ocupado, así que creo que no le entraré al #inktober ... peeeeero les dejo una lista que hice el año pasado con ejercicios que espero que les sean de utilidad; pensados más que nada para quienes no tienen mucha experiencia o sienten que les hace falta práctica en esto del dibujo. #inktober2019 https://www.instagram.com/p/B3GujImj3xA/?igshid=xcdnir2htmik
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Visual proof that for some positive integer n, 1+2+…+n = n(n+1)/2.
From Doing Mathematics by Steven Galovich
bulldust, that only proves it for n = 10
The inductive step is trivial, and left as an exercise for the reader.
Este hongo es uno de mis alimentos favoritos. Se le conoce con diversos nombres como 'Trompa de Cerdo', 'Oreja de Judas', 'Hongo Enchilado', 'Charhamakua' y otros. En inglés le llaman 'Lobster Mushroom'. Aunque lo conozco desde mi infancia (gracias a mi abuelo materno) pasaron muchos años para volver a encontrarlo y comerlo porque en los lugares en los que vivía símplemente no se consigue. Suele ser escaso y difícil de encontrar porque es silvestre, solo se da en temporada de lluvias y tiene mucha demanda. Cuando investigué sobre él para averiguar cómo conseguirlo descubrí algo muy interesante: En realidad, no es un hongo sino dos hongos en uno. La forma la proporciona un macromiceto que sirve como base y regularmente es un "Lactarius" o "Lactifluus" pero su color anaranjado característico se debe a que el hongo está infectado por un micromiceto parasitario llamado "Hypomyces lactifluorum" que lo cubre por completo y el cual es el responsable de su sabor intenso característico así como de modificar la textura del huesped volviéndolo mas seco y consistente. Regularmente solo lo cocino con un poco de cebolla y sal para no contrarrestar su sabor. #Hongos #Mushroom #Comida #Food https://www.instagram.com/p/B1N0S6WD2jv/?igshid=1s6rqvynmpjxp
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Our ability to detect patterns might stem from the brain's desire to represent things in the simplest way possible
During their first year of life, infants can recognize patterned sound sequences. As we grow, we develop the ability to pick out increasingly complex patterns within streams of words and musical notes. Traditionally, cognitive scientists have assumed that the brain uses a complicated algorithm to find links between disparate concepts, thereby yielding a higher-level understanding.
Our ability to detect patterns might stem from the brain's desire to represent things in the simplest way possible
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Our ability to detect patterns might stem from the brain's desire to represent things in the simplest way possible
March 5, 2019 , American Physical Society

A. Example sequence of visual stimuli (left) representing a random walk on an underlying transition network (right). B. For each stimulus, subjects are asked to respond by pressing a combination of one or two buttons on a keyboard. C. Each of the 15 possible button combinations corresponds to a node in the transition network. We only consider networks with nodes of uniform degree k = 4 and edges with uniform transition probability 0.25. D. Subjects were asked to respond to sequences of 1500 such nodes drawn from two different transition architectures: a modular graph (left) and a lattice graph (right). E. Average reaction times across all subjects for the different button combinations, where the diagonal elements rep- resent single-button presses and the off-diagonal elements represent two-button presses. F. Average reaction times as a function of trial number, characterized by a steep drop-off in the first 500 trials followed by a gradual decline in the remaining 1,000 trials. Credit: Lynn et al.
During their first year of life, infants can recognize patterned sound sequences. As we grow, we develop the ability to pick out increasingly complex patterns within streams of words and musical notes. Traditionally, cognitive scientists have assumed that the brain uses a complicated algorithm to find links between disparate concepts, thereby yielding a higher-level understanding.
Researchers at the University of Pennsylvania—Christopher Lynn, Ari Kahn and Danielle Bassett—are building an entirely different model, indicating that our ability to detect patterns might stem, in part, from the brain's desire to represent things in the simplest way possible.
The brain does more than just process incoming information, said Lynn, a physics graduate student. "It constantly tries to predict what's coming next. If, for instance, you're attending a lecture on a subject you know something about, you already have some grasp of the higher-order structure. That helps you connect ideas together and anticipate what you'll hear next."
The new model offers striking insights on human cognition, suggesting that people can and indeed do make mistakes in detecting individual components of a pattern in order to catch a glimpse of the bigger picture. For example, Lynn explained, "if you look at a pointillist painting up close, you can correctly identify every dot. If you step back 20 feet, the details get fuzzy, but you'll gain a better sense of the overall structure." The brain may well adopt a similar strategy, he said.
More on medicalexpress
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parabola and hyperbola
And then we have the hyperbolic paraboloid
Which is pretty badass
Galton Board demonstrating a normal distribution
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Newton-Raphson Method − A Root Finding Algorithm
The red curves are F(x,y)=0, and the blue ones are G(x,y)=0.
The algorithm’s convergences is guaranteed locally (not globally), so determination of initial value is really important.
You can try any functions in Desmos from the link below! https://www.desmos.com/calculator/wrz40wvbhz
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