A Cultural Paradox: Fun in Mathematics

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The camp was inaugurated by Sabyasachi Chakraborty, the famous Bengali actor. Some other popular celebrities of West Bengal were also present. A lecture on Vedic Mathematics was given by Debmalya Banerjee, a renowned and popular faculty of the Academy at the camp. The lecture spanned little more than an hour. The faculty gave a detailed idea about what exactly is Vedic Mathematics and how it can be useful. He also briefed the audience vividly about WAVM, its key members, panel of faculties and the kind of activities the Academy is involved in.

The audiences were told about the kind of activities that are taking place globally, and the kind of books and the courses that are available. The expert explained Nikhilam Methods of Calculation, multiplication by 11, Multiplication by 9, 99, and the Urdhava Method. The workshop was greatly appreciated by the participants and the expert had a harrowing time satisfying the autograph hunter kids. A review with a specific mention about Vedic Mathematics was also published by a frontline newspaper of the region.

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The flaw in their reasoning is that the Universe and us as part of it is not guided by logic alone. Geoorge Boole the founder of modern Mathematical Logic, and Professor of Mathematics at University College Cork, made a fatal flaw when he divided the sheep into two flocks, one black and the other white, he seemed to ignore the infinitesimal gradations in the reality of nature. Our minds being a part of the creative process in nature must also be encouraged to wander and seek the pleasure that are in the real garden of mathematics.

Some time ago I communicated with Howard Gardiner, the founder of Multiple Intelligences, suggesting that the stable creative core of intelligence should form part of his theory. We had a very cordial series of e-mails. In a sense pure mathematics is now guided by the very constrained laws of mathematical logic, but computation is much more a discipline of the practical application of knowledge, where skill, art, and logic are used in equal measure.

When I used to teach courses in Fortran, I always encouraged my students to take as much care with the layout and structure of their programs, as with just getting the job done. I said that the program should flow like a poem. This discipline ensures the development of skill and clarity in expressing the underlying computational process.

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In fact modern computation has to a large extent superseded traditional mathematical logic, and it is here that the vedic sutras are so powerful as they provide patterns in computation which are both universal and simple to teach to students of all ages. Researcher Carol Ryff asked this same question in her exploration of what leads to well-being.

She found that individuality is one of the most important factors affecting our psychological wellness, especially as we grow up. Furthermore, the desire to be autonomous, whether it is in our thinking or in our actions, motivates us in the pursuit of our goals more so than anything else.

Snyder and Howard Fromkin take this even further. They looked into why we all strive so hard to attain individuality. According to their uniqueness theory, people find high levels of similarity as well as dissimilarity unpleasant. As a result, they seek to be somewhat distinct from others and establish their own uniqueness. To test this, Snyder and Fromkin conducted a study giving students false feedback about how similar their responses on a lifestyle survey were to answers given by other respondents.

They then asked the students to rate their own moods.

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Consistent with their prediction, Snyder and Fromkin found that the students who were told that they were relatively similar to other respondents reported more positive moods than did students who were told that they were either very similar or very dissimilar to other respondents. Being anti-trend has become its own trend, and the need for individuality effectively becomes a collective label in the process. Oh, the irony of it all.

This paradox was actually evaluated using none other than statistical mathematics. According to Touboul, if you take large sets of individuals who are trying to be different, they will ultimately all do the same thing at the same time. The reason for this involves the time it takes for an individual to register the decisions of others.

You cannot be aware of what other people decide in real time. In essence, all hipsters eventually have to conform to the notion of nonconformity. The hipster movement has become so mainstream that labeling people as part of it is just another way of calling them unoriginal. It justifies the mindset of inner superiority — the feeling that I am irreplaceable and am leaving an impact on the world. Sorry hipsters.

Doodling in Math Class: DRAGONS

A study carried out by neuroscientist Vasily Klucharev of Erasmus University Rotterdam, in the Netherlands, found that when people hold an opinion differing from their peers in a group setting, their brains actually produce an error signal that increases cortisol levels and produces anxiety. The findings explain why going along with the group and following trends feels good. Nothing is more human than giving in to the crowd.

It would also prove that finding a true, authentic hipster is about as likely as finding a unicorn. Labels are, like, so not hip.


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I read that as a teenager and it changed my life. To me there are several factors that effect cultural trends. Counter culture and bohemian lifestyle is a romantic idea of being an individual and not conforming. I did come up with something to do with the pre-service teachers. It did not involve the miraculous appearance of kids.

Until then, though, I just wanted to reflect about this problem for myself and anyone who is interested. I also wanted to ask for help.


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Does anyone have any good teaching problems? It seems like the task might be more difficult, though, because like I said, there are no kids here. That seems like a real problem to me. Happy New Year!

A Cultural Paradox: Fun in Mathematics

Enjoy this Sierpinstree we made for you. It covers the entire floor— though people could and did walk around without stepping on it by hopping in the holes. As you might imagine, this was a very large and ambitious undertaking. Drawing that many Sierpinski Triangles is no easy feat. When I suggested the project to my classes, they jumped on it with enthusiasm.

But, as you also might imagine, enthusiasm for the project waned once the students were 60 triangles in, with nearly to go, and no end in sight…. I knew that this was going to happen. I knew that the kids were certainly capable of finishing the project— but would they be motivated enough to do so?

A Cultural Paradox Fun in Mathematics Information

Would they be able to keep the awesome goal in mind while slogging through the boring, but important, details? The conflict I had with one student highlights the concerns I had particularly dramatically. It was two days before we were due to assemble the triangle and we still only had about 80 of the completed. His aversion to making Sierpinski Triangles was certainly stronger than the distaste felt by his classmates.

But, when he refused to make any more triangles— and to help out in any of the other ways I suggested— the tone in the room shifted slightly. People began to complain a little more and cooperate with each other a little less. This project was only going to get done if the kids wanted to do it. At the same time, however, as their teacher, I felt responsible for guiding them through the artistic and mathematical process. But you do it anyway because synthesizing the details, putting together the big picture, and enjoying the results are so wonderful.

I wanted them to learn to be long-sighted opposite of short-sighted?


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  • This was a tricky balance to strike. When the day of assembly came around, we had more than enough triangles. And the building process was almost entirely organized by the kids. Some continued coloring and touching up unfinished triangles that we needed, others cut them out. Some took on building the bottom of the Sierpinstree, making sure that it actually fit on the floor, while others build the whole top third.

    They were enthusiastic about the project— and, even better, they cooperated. They were kind to each other, shared ideas and problems respectfully. Not a single person complained about the task they were set. When it came down to it, when it was time for the fun synthesis and big-picture work, everyone wanted to participate and to make the project a success— even the particularly grouchy kid from two days before.

    A Cultural Paradox Fun in Mathematics

    He worked with pride to color triangles and tape them down. He even stayed after class to keep working. When the project was done, he patrolled the perimeter, alternately beaming with pride and glowering at kids who he thought might step on the triangles. This seemed like a good time for a little chat. I asked the first kid how he was feeling. Did he have a good time today?

    health.digitaloffer4u.com/wp-content/salle/zidi-terminei-meu-namoro.php Then I nudged him a little. When we were making the triangles in class? The first kid looked thoughtful, and then a little sheepish. It was okay. But we had to do it. I hardly had to say a thing. A series of events the other day struck a chord with me. They all centered on a simple little phrase, offered often enough in math class to not be unusual.

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