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The definitions used are clear enough for new computer enthusiasts; as well as the more advanced student. I like it.
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"Statistics and Probability" is one of those amazing sciences that we take for granted from childhood, but the more we think about it (as we get older, regrettably), it begins to dawn on us that this is the catalyst of many mysterious processes, such as the forces of life overcoming entropy. Science has rather recently discovered that there is really no such thing as "randomness", with the advent of Chaos Theory bringing down the walls of the last bastion of that idea. Statistics and Probability then become the focus of means by which some form of Higher Intelligence manages to do its business under our noses without us having a clue as to its presence!
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This 'Barrons Dictionary of Computer and Internet Terms' is one of the best dictionaries of computer terms I've seen on the market. But as any other computer dictionary this one is also difficult to keep current and updated. The subject changes too much to have a good guide in printed form. But I love this book very much and recommend it to everyone.
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Nearly every formulas are presented with very readable proofs (e.g., derivation of multinomial formula, derivation of Poisson distribution formula, derivation of moment generating functions, derivation of Chi-square distribution formula, proof of Markov's inequality, proof of Chebyshev's inequality, proof of central limit theorem, and many many others).
If you are unhappy with other statistics books that merely show you formulas and make you plug in numbers, or with books written in mathematics beyond your education, then this book is for you. Read the introduction and you will get an idea. It is an amazing piece of pedagogic work.
There are, however, many typos in the book (I found 30 typos and reported to publisher). Further, there is no web site for errata correction. If it were not for errata, I would have given 5 stars.
If you find this book is too elementary for you, I would recommend "Probability and Statistics" by DeGroot and Schervish.
The cover says, "All the essentials in one clear volume", and yes, it does seem to cover the essentials. Of note however, and why I'm writing this review, is that the book also offers some interesting C & C++ code snippets which relate to selected statistics problems. These may be of interest to some students trying to learn these languages along with statistics.
Also noteworthy is that Appendix 2 offers a table of statistical functions available in Microsoft Excel, which many of us may not have been aware of.
It begins by covering very basic concepts of Java/object-oriented programming well and then extends into several different aspects of the Java language to show how to create simple programs that use text/fonts, various GUI/windows, file storage/retrieval, audio and graphics capabilities. The original included CD is out of date now (2003), but none of it is required to use the book examples and the current JDK is available for free on the web anyway.
There are very few Java books that a total beginner can pick up and learn from; this is one of them.
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This book certainly won't appeal to adults or older teens (who will easily get bored and turned off by the underlying story), but it was a great introduction for me when I was just turning the decade mark. It really helps you to understand Algebra as more than a bunch of things to memorise; it makes you see applications in every aspect of life. Once you (or your child) have finished this book, you'll be thirsting for more, and that's when you move on to a more traditional textbook to fill in the "blanks". After that, algebra will be running through your veins. With this solid foundation, trigonometry and calculus will be much easier.
(The author also wrote similar books on Trigonometry and Calculus. The Calculus book was quite poor because the story began to intrude on explaining the concepts properly. [By the time you are ready to take calculus on, you should use a traditional textbook - like Anton or Thomas.] The trigonometry book was quite good, but I feel none can match the brilliance of this book.)
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In "Calculus The Easy Way," you won't get much depth. I doubt that depth is one of the intended functions of the book. It may better be described as a tool by which to access the subject with the least amount of pain, and the greatest amount of pleasure. It helps you make a beachhead. If you want more, there are other books that will take you inland. As an additional resource, which is packed with examples, including detailed solutions, you might want REA's "Calculus Problem Solvers." Try not to be the captive of any one book because another book may explain a particular concept in a way that speaks more clearly to you. A used bookstore is an affordable source of many different treatments.
I once wrote to Professor Downing pleading that he write a second, more advanced calculus book, and use his considerable talent to render other esoteric subjects understandable. I don't recall having received a reply. But if you are seeing calculus for the first time, or if you want to review, you could hardly make a better, more enjoyable choice.
With that being said, this is a great book. The story begins in the magical land of Camorra, where several strong personalites are scratching their heads over a calculus problem they must solve. They eventually discover the solution, supplying the reader with a good, easy-to understand explonation, and eventually discover a whole bunch of other stuff. I'm a freshman and I understood most of it (still scratching my head about the connection between areas and integrals, though.)
The book has its shortcomings, e.g. its being a bit ambiguious sometimes, but it's much better than a textbook. If a fourteen-year-old can get it, you should be able to too!