[J429.Ebook] PDF Ebook Prehistoric origami: Dinosaurs and other creatures, by John Montroll

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Over 1,200 clearly outlined folding instructions show how to create 20 paper models of world's most celebrated extinct animals — Tyrannosaurus, Stegosaurus, Triceratops, Iguanodon, 16 others — as well as a mountain, volcano, dinosaur egg, and a prehistoric tree.

• Sales Rank: #5628980 in Books
• Published on: 1989
• Binding: Paperback
• 143 pages

About the Author
Internationally renowned author John Montroll has significantly increased the origami repertoire with his original designs. Best known as the inspiration behind the single-square, no-cuts, no-glue approach, the American origami master presents meticulously developed folding sequences that result in better models with fewer steps.

Most helpful customer reviews

0 of 0 people found the following review helpful.
Great book, easy to follow diagrams
By Ancella Simoes
I am a fan of John Montroll's work and have tried my hand at folding many of his models. I bought this book to make an Origami Dinosaur collection and found that the diagrams are really easy to follow and are clear, too.

These designs, however, are for people who have had some experience folding origami and are confortable with steps such as sinks, etc.

Except for a few designs at the very beginning (which are plain and simple) the rest of the book details out intermediate to complex models.

John has also taken the pains to categorize each of the designs / dinosaurs into the level of complexity. So you can go ahead and buy this book and fold the designs as per your experience and comfort levels.

9 of 9 people found the following review helpful.
Montroll Shows His Best, Again.
By Christopher Reed
A book about dinosaurs folded from paper, a simple idea, really. But take a deeper look, and this is one of the most engaging origami books on the subject ever-for that matter, perhaps it is one of the best origami books ever. I know it is one of my top ten books. Enough praise, you want to know what's in it. Well, as Montroll usually does, the beginning models are so easy, I think you could fold them from sheet metal...an egg, mountain, and tree. Soon though, the dinosaurs begin, and slowly but surely the difficulty rises, until culminating with a Stegosaurus. Other dinosaurs include, T-rex, a bunch of gliding dinos, and others such as Dimetrodon and Spinosaurus. I would recommend this to any Dinosaur fan, and/or origami fan. However, a true beginner would find this book to be boring, because after the three 'sheet metal' models, the difficulty rises 2 or 3 fold. If you can make the first 4 or 5, you can probably learn to make them all. In short, a great buy!

5 of 6 people found the following review helpful.
Lots of great dinosaurs to fold
By Mary Jo Sminkey
Can you even call yourself an advanced origamiist if you haven't folded John's Steg? Well, maybe, but you should get this book and try it anyway. I like making it with metallic paper...a bit harder to fold that way, but the end result is great! Most of the other models aren't nearly as hard, but still not for beginners. Like all of John's books, they work their way up from a few very easy ones, to the much harder ones at the end. As always John's diagrams are very well done, sharp and easy to read and usually not too difficult to get from step-to-step. His skill at diagramming his models is one reason his books always rate so well. I did find a few minor mistakes but nothing that should trip you up too much if you have folded other advanced models before. I'm not a dinosaur expert by any means, but I did also like the range of types of dinosaurs he included, and of course you'll find most of the really "popular" ones like Tyrannosaur and Triceratops. This is definitely a books that will appeal equally as well to dinosaur fans as well as origami enthusiasts.

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[C703.Ebook] Download PDF Mathematical Methods in Artificial Intelligence, by Edward A. Bender

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Mathematical Methods in Artificial Intelligence, by Edward A. Bender

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Mathematical Methods in Artificial Intelligence introduces the student to the important mathematical foundations and tools in AI and describes their applications to the design of AI algorithms. This useful text presents an introductory AI course based on the most important mathematics and its applications. It focuses on important topics that are proven useful in AI and involve the most broadly applicable mathematics.

The book explores AI from three different viewpoints: goals, methods or tools, and achievements and failures. Its goals of reasoning, planning, learning, or language understanding and use are centered around the expert system idea. The tools of AI are presented in terms of what can be incorporated in the data structures. The book looks into the concepts and tools of limited structure, mathematical logic, logic-like representation, numerical information, and nonsymbolic structures.

The text emphasizes the main mathematical tools for representing and manipulating knowledge symbolically. These are various forms of logic for qualitative knowledge, and probability and related concepts for quantitative knowledge. The main tools for manipulating knowledge nonsymbolically, as neural nets, are optimization methods and statistics. This material is covered in the text by topics such as trees and search, classical mathematical logic, and uncertainty and reasoning. A solutions diskette is available, please call for more information.

• Sales Rank: #2799765 in Books
• Published on: 1996-02-10
• Ingredients: Example Ingredients
• Original language: English
• Number of items: 1
• Dimensions: 10.45" h x 1.64" w x 7.24" l, 2.56 pounds
• Binding: Paperback
• 656 pages

From the Back Cover
Introduces the students to the important mathematical foundations and tools in AI and describes their application to the design of AI algorithms. The book presents an introductory AI course based on the most important mathematics applications, while focusing on important topics that are proven useful in AI and involve the most broadly applicable mathematics.

The book explores AI from three different viewpoints: goals, methods or tools, and achievements and failures. Its goals of reasoning, planning, learning, or language understanding and use are centered around the expert system idea. The tools of AI are presented in terms of what can be incorporated in the data structures. The book examines the concepts and tools of limited structure, mathematical logic, logic-like representation, numerical information, and nonsymbolic structures.

Many introductory texts give the impression that AI is just a collection of heuristic ideas, data structures, and clever hacks. Fortunately, AI researchers use mathematics and are developing new tools. Since much of the mathematics used in AI is not part of standard undergraduate curriculum, the student will be learning mathematics and seeing how it is used in AI at the same time. A diskette containing solutions to many of the exercises is available for instructors.

Most helpful customer reviews

20 of 20 people found the following review helpful.
Excellent
By Dr. Lee D. Carlson
Although using only elementary mathematics, and not at all addressing new areas of artificial intelligence, such as inductive logic programming, this book gives an excellent overview of how mathematics is used in artificial intelligence. Mathematics at all levels is used in this field, both in the algorithms and in discussing its foundations, and this book serves as a good introduction to its application in A.I. Only elementary algebra and calculus are used in the book, making it very accessible to the beginning student in computer science. Readers with more sophisticated background in mathematics can then extend the results in the book to more advanced mathematical contexts. The author's writing style is very informal, and in many places in the book he encourages the reader to "stop and think" before continuing in the reading. Exercises, some simple and some very challenging, are found at the end of most chapter sections.
The author gives a brief overview of the history of A.I. in chapter one, including a discussion of the issues of computational complexity in A.I. algorithms, a discussion of expert systems (with examples), and a few biographical sketches.
Chapter 2 is a fairly detailed overview of search algorithms, and the author introduces some notions from the mathematical field of combinatorics, namely directed graphs and ordered trees. Induction and recursion are then reviewed as tools for search algorithms. The recursive formulation of algorithms in A.I. is of course very powerful, and one that students need to master early on. Fields such as bioinformatics and data mining are becoming increasingly dependent on search algorithms from A.I., and the author reviews these in detail, including 'simple' search methods such as breadth-first, depth-first, and iterative-deepening, along with 'heuristic' methods.
The reader gets introduced to first-order predicate calculus in chapter 3. This topic could be said to be one of the most important ones in A.I., and it is discussed in this chapter using the (declarative) programming language Prolog. One could easily use the language Lisp, but Prolog makes more apparent the head/body clause structure of predicate logic. In addition, if a reader wants to move on to more modern developments in A.I., such as inductive logic programming, which can be viewed essentially as predicate logic but with inductive reasoning, a mastery of the content of this chapter is essential.
Chapter 4 introduces the reader to the proof theory, namely the technique of resolution, which is discussed for propositional calculus, where it is very simple, and for predicate logic, in the latter wherein some specialized techniques must be brought in, such as Skolemization. The author also discussed proof in the context of Prolog, and introduces the cut operator, which inhibits Prolog from fully implementing resolution. He also gives an interesting discussion on the problem of negation in Prolog and the closed-world assumption.
The author has been careful to not write a purely theoretical book in computer science, and evidence of this is given in chapter 5, which discusses how to implement first-order logic (FOL) into real-world applications. It is one thing to discuss the properties of logic, quite another to actually use it productively to solve problems of interest. The author discusses the limitations of FOL in these applications, and how they can be resolved through alternative reasoning tools, such as nonmonotonic logics, Bayesian networks, and fuzzy sets.
One of these alternatives, nonmonotonic reasoning, is discussed in the next chapter, wherein the author gives a fairly detailed overview of default reasoning and how it is implemented in Prolog. Rule sets and semantic nets are also discussed, along with defeasible reasoning. Applications of these techniques are stymied by their computational complexity, and the author gives references for discussions of this.
After a review of probability theory in chapter 7, the author discusses Bayesian networks in chapter 8. These have been extremely important in recent applications of A.I., and the author gives a fine review of their properties, especially their ability to incorporate causality by imposing a directed graph structure on the event space. The author gives a few examples of Bayesian networks, including a medical diagnosis, wherein he introduces a very important concept in A.I., namely that of abductive inference. Detailed discussion (with proofs) is given for the Kim-Pearl algorithm for singly connected networks.
Chapter 9 is an introduction to fuzzy logic and belief theory. The author motivates nicely the reasons for considering fuzzy reasoning instead of probabilistic methods. The Dempster-Shafer belief theory, which has become popular in recent years, is also discussed in some detail.
So as to motivate the discussion of neural networks, the next chapter overviews automatic pattern classification. Contrasting between supervised and unsupervised learning of patterns, the author then outlines the types of automatic classifiers, such as decision trees and neural networks. The chapter on neural networks is a good introduction considering the vastness of the subject. Indeed, an enormous amount of research has been done on neural networks, and their use in applications of A.I. has finally been achieving success in recent years.
Concepts from information theory are of course very important in A.I. and these are discussed in chapter 12, along with more advanced topics in probability and statistics that were not treated earlier in the book. These ideas are used in the next chapter wherein neural networks and decisions trees are discussed in more detail. The most interesting part of this discussion is the idea that noise can improve the generalization capabilities of neural networks. This strategy will be obvious to the physicist reader who has studied the effects of noise on dynamical systems governed by potentials with local minima.
The last chapter of the book discusses some additional topics that should be included in a study of A.I., such as genetic algorithms and more discussion of optimization, such as simulated annealing. Hidden Markov models are also briefly discussed, and this is somewhat disappointing given their importance in current applications. The reader is also introduced to robotics, certainly the most exciting of all topics in 21st century A.I.

1 of 1 people found the following review helpful.
Good, but somewhat outdated
By F.M.
This is a good introductory text in the mathematical backgound of AI. It covers the problems of searches, logic programming, different types of reasoning, neural networks as well as a little bit of probabilities.

Its great merit consists in the fact that it is not disconnected from the realities of the world. The chapters in Prolog, for instance, are well developed and the mathematical foundation of this programming language is quite thoroughly explained. This is rare to find in Prolog or logic books; most of them are either too pragmatic or too theoretical. This book makes a nice balance between the two.

The book has some drawbacks, though. First and foremost, it is geared a little bit to much on logic at the expense of other intelligent forms of computing (pattern recognition - be it vision, speech or handwriting, planning, constraints processing, theorem proving, case-based reasoning, to name just a few).

For example, the section dedicated to stochastic processing is ridiculously small.

However, as a good introduction into the math of AI, this book lives well up to expectations.

14 of 15 people found the following review helpful.
It is a useful book for research oriented readers.
By Amit Konar
Most AI books do not emphasize the mathematical issues. Consequently, the readers face difficulty to read journals. This is a highly recommended book for those research oriented readers. It requires no formal background of mathematics beyond high school level. I read the book several times. It helped me a lot to understand many difficult papers. Among the chapters the most useful are chapter 6 on nonmonotonic reasoning and chapter 8 on Bayesian networks. The beginners will find chapter 3 and 4 on predicate logic and the theory of resolution highly useful. I strongly feel that the book should be read by all people working in the domain of AI.

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[Q394.Ebook] Download Piano In Color: Music Lessons for Mini-Musicians, by Julia Tulloch

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You don’t have to wait until your child begins school to start learning the piano – preschoolers can learn too! Jingle bells, Itsy Bitsy Spider and Mary had a little lamb, are some of the tunes your preschooler will learn to play using correct fingering for both hands, following a color/number system. With brightly colored notes, fun illustrations and lively play-along tracks, teachers love Piano In Color just as much as preschoolers do. Even parents with no musical knowledge will find that the Piano In Color books provide the information you need to introduce your preschooler to the piano. And some parents have even been known to start learning Piano In Color for themselves!

• Sales Rank: #514410 in Books
• Published on: 2012-04-12
• Original language: English
• Number of items: 1
• Dimensions: 8.50" h x .10" w x 8.50" l, .21 pounds
• Binding: Paperback
• 40 pages

About the Author
Julia Tulloch was born in England where she began learning to play the piano in primary school. She went on to study Computer Science and Music at university, where she gained her BSc.Since moving to the USA, she has taught piano lessons part time while raising her own two mini-musicians. She blogs her piano teaching adventures at pianoInColor.com.

Most helpful customer reviews

3 of 3 people found the following review helpful.
No pink note, but my niece loves it anyway.
By Mjack
We got this for our 3 year old niece. She only has a small toy piano but she is loving her piano lessons and her colored notes. Pink is her favorite color, so she was a little concerned that there are no pink notes, but she is doing great with the book. Her concentration span isn't so long, so the short songs in the book are just right for her.

The accompaniment tracks are a great idea - we use them as a reward for her to play along with whenever she has finished learning a song. She has almost finished the songs for her right hand so we will start on her left hand songs next month when she turns 4. All in all, a very rewarding purchase.

1 of 1 people found the following review helpful.
Piano in Color - a good find!
By nookcolorreader
Piano in Color is perfect for the very young learners. I teach piano to ages 6 (sometimes 5) years and up. Sometimes there are 4-year-olds who just have to do what big brother or sister is doing. This gives them their own book in which they learn to play-by-color. It is easy for parents to use and help the child into a habit of little bits of daily practice. They can be successful as they begin to develop finger independence. Lessons in the book are easily adapted to the child's attention span.

1 of 1 people found the following review helpful.
seemed like a no-brainer gift to introduce him to the piano
By Sarah Johnson
My son loves colors and he loves music, seemed like a no-brainer gift to introduce him to the piano. He is 3 and he fiddles around with it, but hasn't really taken to it. It is easy to follow, and I can see how it's helpful to get kids used to finger positions on the piano. This is not going to teach small kids to read music and play piano, but it is a fun little intro if that's what you're looking for.

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This work emphasizes listening comprehension skills and helps students gain a clear understanding of the characters and the events in the Connect With English story. Additional skills and topics covered in each book include reading, writing, speaking, culture, and vocabulary development.

• Sales Rank: #1485061 in Books
• Published on: 1997-12-19
• Ingredients: Example Ingredients
• Original language: English
• Number of items: 1
• Dimensions: 11.00" h x 8.75" w x .25" l, .55 pounds
• Binding: Paperback
• 112 pages

About the Author
Michael Berman is an adjunct professor at Montgomery College in Rockville, MD. He teaches ESOL and Spanish and writes material for both languages. He is the author of the forthcoming ESOL text and video, The Listening System Linda Butler is a writer and editor of ESOL materials and the creator of the ESL Reader's Companion Series (McGraw Hill).

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