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Arduino es una compañía de desarrollo de software y hardware libres, así como una comunidad internacional que diseña y manufactura placas de desarrollo de hardware para construir dispositivos digitales y dispositivos interactivos que puedan detectar y controlar objetos del mundo real. Arduino se enfoca en acercar y facilitar el uso de la electrónica y programación de sistemas embebidos en proyectos multidisciplinarios. Los productos que vende la compañía son distribuidos como Hardware y Software ...
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Whether you like it or not, whether you are going to bea mother, father,teacher, computer programmer, scientist, researcher, business owner,coach,mathematician, manager, doctor, lawyer, banker (the list can go on andon), 
 
problem solving is everywhere. Some peoplethinkthat you either can do it or you can't. Contrary to that belief,it can be a learned trade. Even the best athletes and musicianshadsome coaching along the way and lots of practice. That's what italso takes to be good at problem solving.



George Polya
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A comprehensive textbook covering Algebra 2 and topics in Precalculus. This book is the follow-up to the acclaimed Introduction to Algebra textbook. In addition to offering standard Algebra 2 and Precalculus curriculum, the text includes advanced topics such as those problem solving strategies required for success on the AMC and AIME competitions. 

Related course:
 Intermediate Algebra


As with all of the books in Art of Problem Solving's Introduction and Intermediate series, the text is structured to inspire the reader to explore and develop new ideas. Each section starts with problems, so the student has a chance to solve them without help before proceeding. The text then includes solutions to these problems, through which new techniques are taught. Important facts and powerful problem solving approaches are highlighted throughout the text. In addition to the instructional material, the book contains over 1600 problems. The solutions manual contains full solutions to all of the problems, not just answers. This book is used in our Intermediate Algebra course.


This was the first AoPS class I have taken, and I feel like it was lots of fun and the instructor was very helpful without giving away too many hints. The class also opened my eyes up to a lot of new possibilities and kind of made me feel very small in the sense that there is a vast amount of problem solving techniques and mathematics branches that I have yet to even hear about, much less learn or master. It was also my first online class, and I loved the flexibility it gave me in doing homework and keeping up with class.





Hi, I am tutoring a gifted student who will be starting to take an intermediate algebra course. They are looking into the Stanford's EPGY Intermediate Algebra course online program versus Art of Problem Solving's Intermediate Algebra course. I would like to know how the two compare to each other. I have looked at the AOPS course table of contents and I also own the book and can see that the material goes beyond any typical honors algebra 2 curriculum. However I am having trouble finding much information about the EPGY course table of contents (it seems they use the text Intermediate Algebra by Lial/Hornsby/McGinnis), I saw this book's table of contents on Amazon and it appears to be a standard curriculum.


Yes they are quite prepared; a lot of middle school competition problem solving experience and qualified to take the AIME exam earlier this year. Long term goal is to pass the AIME exam, so I think AOPS is probably the best choice (maybe the only choice) for an appropriate curriculum that will both prepare her well for math competitions and cover all Algebra 2 curriculum at the same time.


If her parents do decide to go with EPGY instead, I'd suggest working through the original AoPS problem solving texts (2 volumes) on the side. That's what I did before the AoPS algebra & geometry texts were published.


Be careful not to confuse AoPS Intermediate Algebra with algebra 2. It is more like college algebra. If you only have had algebra

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Data structures serve as a foundation upon which many other computer science fields are built. Some knowledge of data structures is thus a prerequisite for students who wish to work in the design, implementation, testing, or maintenance of virtually any softwaresystem. As a flexible and easy-to-use programming language, Python has made steady gains in popularity in industry and academia. This book will help many students who already know Python learn data structures.


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I'm a student (I've been studying mathematics 4 years at the university) and I like functional analysis and topology, but I only studied 6 credits of functional analysis and 7 in topology (the basics). What I am looking for is good books that I could understand to go deeper in this areas, what do you recommend? (I can read in Spanish, English, French and German)


I'd recommend the Dunford and Schwartz. It's a classic. It's huge -- three volumes. But you don't have to read the whole series cover-to-cover. If you read half of the first volume, you'll learn about as much as reading many other books on functional analysis. Volume 1 alone is big, but it's easy to read for a book on its subject.


Apart from the classics already mentioned (Yosida, Brezis, Rudin), a good book of functional analysis that I think is suitable not only as a reference but also for self-study, is Fabian, Habala et al. Functional Analysis and Infinite-Dimensional Geometry. It has a lot of nice exercises, it's less abstract than the usual book and provides a lot of "concrete" theorems.


I personally like a recent book of Helemskii Lectures and Exercises on Functional Analysis. One of the differences with other books on the subject is that it uses the categoricalpoint of view. The author starts with a very brief introduction to the category theory and uses this language throughout the book. It's a sort of modern core of FA book, with a sidelines to some physics applications and of historic nature, a terse advertisement of the quantum functional analysis and so on (but there is no measure theory, Radon Nikodym theorem etc. which are elaborated in many excellent old textbooks.) Also it gives somewhat broader picture of FA sketching some directions and stating from time to time theorems without proofs 'that every student should know'.


is quite comphrensive and contains beside standard functional analysis more advanced sections on the theory of locally convex spaces. There is also a German version if you want to improve your German by reading both together.





I second Reed and Simon's methods of mathematical physics. However, if you are interested primarily in the applications of functional analysis to PDE, for the most part a couple of appendices of Evans' book suffice in my opinion.


In this introductory work on mathematical analysis, the noted mathematician Georgi E. Shilov begins with an extensive and important chapter on the basic structures of mathematical analysis: linear spaces, metric spaces, normed linear spaces, Hilbert spaces, and normed algebras. The standard models for all these spaces are sets of functions (hence the term `functional analysis`), rather than sets of points in a finite-dimensional space.
Chapter 2 is devoted to differential equations, and contains the basic theorems on existence and uniqueness of solutions of ordinary differential equations for functions taking values in a Banach space. The solution of the linear equation with constant (operator) coefficients is written in general form in terms of the exponential of the operator. This leads, in the finite-dimensional case, to explicit formulas not only for the solutions of first-order equations, but also to the solutions of higher-order equations and systems of equations. The third chapter presents a theory of curvature for curve in a multidimensional space.
The final two chapters essentially comprise an introduction to Fourier analysis. In the treatment of orthogonal expansions, a key role is played by Fourier series and the various kinds of convergence and summability for such series. The material on Fourier transforms, in addition to presenting the more familiar theory, also deals with problems in the complex domain, in particular with problems involving the Laplace transform.
Designed for students at the upper-undergraduate or graduate leve

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Researchers led by Drs. Ya-Chieh Hsu from Harvard University and Sung-Jan Lin from National Taiwan University used skin samples from mice to explore what other roles goosebumps might play. Previous research identified a trio of cell types that work together to create goosebumps: arrector pili muscles, sympathetic nerves, and the hair follicles.


Based on these results, the researchers proposed that the muscle cells form a bridge between the nerve and the stem cells in the hair follicle. In this way, goosebumps might play two roles: They cause hair to rise in the short term and trigger more hair growth by the stem cells in the long term.


To test this idea, the researchers compared mice exposed to either cold or normal room temperatures. The cold exposure first caused goosebumps, then boosted activity in the sympathetic nerves and an increase in norepinephrine. Mice exposed to the cold started to produce new hairs from their stem cells in less than two weeks.


They go by different names: goosebumps, goose pimples, goose flesh, and my personal favorite, goose bumples. The medical term is cutis anserine (cutis means skin and anser means goose). I guess the similarity in texture is just too close to goose skin to ignore. Other medical terms for goosebumps are horripilation, piloerection, or the pilomotor reflex.


Many people associate goosebumps with fear, or perhaps more accurately, with horror. Perhaps that's why a popular series of children's horror stories by R.L. Stine published in the 1990s was called Goosebumps.





Researchers studying mice recently linked goosebumps to the regeneration of hair and hair follicles. It seems that the nerves connected to the tiny muscles responsible for goosebumps also connect to hair follicle stem cells, which are the cells responsible for hair growth. So, in response to cold, the nerve tells the tiny muscles in the skin to contract (causing goosebumps) and the same nerve activates hair follicle stem cells for new hair growth.


Each of these might be more important for furry animals than for humans. In fact, it's not clear how important goosebumps are in humans. For example, if you couldn't form goosebumps at all, it wouldn't necessarily mean that you'd have problems with temperature control. Goosebumps may be one of those leftovers from our evolutionary ancestors (like the coccyx, or tailbone) that serve no important purpose.


The new discovery linking goosebumps with hair follicle stem cells might be explained as a longer-term response to cold, at least for animals with fur: they get goosebumps (or the animal equivalent) in the short run to conserve heat, and thicker fur to keep warmer in the long term.


Most people associate goosebumps with unpleasant situations, such as feeling particularly cold or feeling afraid. Yet there is more to it than that. The arrectores pilorum are hooked up to the sympathetic nervous system, and the sympathetic nervous system has input from many parts of the brain, including those involved with motivation, arousal, and emotion. So other stimuli may cause goosebumps, for instance:


Though rare, goosebumps can be a sign of a seizure disorder called temporal lobe epilepsy, a disorder of the sympathetic nervous system, or other brain disorders. They are also common during heroin or other opiate withdrawal. In fact, one explanation for the origin of the expression "quitting cold turkey" is that goose bumps that develop during withdrawal from heroin mimic cold turkey flesh.


You'll see goosebumps most often when you're cold. But don't be surprised (or afraid or awed) if they appear at other times. They are a universal but poorly understood phenomenon, but our understanding is improving. And the recent discovery linking goosebumps with hair follicle regeneration could lead to more than just a

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En esta sección ponemos a su disposición los folletos y catálogos disponibles de cada uno de nuestros productos. De forma sencilla, podrá descargarlos en formato PDF, que le permitirá visualizarlos e imprimirlos desde su ordenador.


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Primero debes crear un usuario y así tendrás acceso a tu zona privada, desde dónde podrás hacer la matrícula, descargar diplomas, descargar historial y manuales, etc. Mira en este vídeo cómo hacerlo.



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Before becoming the name of the most famous ship in history, titanic referred to the Titans, a family of giants in Greek mythology who were believed to have once ruled the earth. They were subsequently overpowered and replaced by the younger Olympian gods under the leadership of Zeus. The size and power of the Titans is memorialized in the adjective titanic and in the noun titanium, a chemical element of exceptional strength that is used in the production of steel.


There is a individual biography for every Titanic passenger and Crew Member and articles, deck plans, pictures and movies to help you discover the truth about the greatest shipwreck in history.RMS Titanic Facts
Quick Titanic Facts
What was the RMS Titanic?
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How was the Titanic propelled?
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Passenger List
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Description of Bodies and Effects)

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Visited here as a group of 5 having read about it on line. Upon entry you are given a boarding pass of a real life passenger of the titanic, at the end of the tour you can look up your passenger name and find out their story and whether they survived- really brought the experience to life. There are lots of artefacts and information on the tour and many real life stories to discovery. All in all we really enjoyed the experience and the story around Cobh and the titanic which is often over looked. Would definitely recommend.



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