Free PDF Bill and Pete Go Down the Nile, by Tomie dePaola

Free PDF Bill and Pete Go Down the Nile, by Tomie dePaola

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Bill and Pete Go Down the Nile, by Tomie dePaola

Free PDF Bill and Pete Go Down the Nile, by Tomie dePaola

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About the Author

Tomie dePaola (www.tomie.com) is the acclaimed author and/or illustrator of more than 250 books for children. His books range from autobiographical stories to retellings of folktales and legends to original tales, such as the Strega Nona books.  Tomie has received the Laura Ingalls Wilder Award, a Caldecott Honor for Strega Nona, and a Newbery Honor for his autobiographical chapter book, 26 Fairmount Avenue.The American Library Association said: “His works reflect an innate understanding of childhood, a distinctive visual style, and a remarkable ability to adapt his voice to perfectly suit the story.” He was awarded the Smithson Medal, the Regina Medal, was designated a “living treasure” by the state of New Hampshire, and received the 2012 Original Art Lifetime Achievement Award given by the Society of Illustrators. He lives in New London, New Hampshire.

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Product details

Age Range: 4 - 8 years

Grade Level: Preschool - 3

Lexile Measure: 560L (What's this?)

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Series: Bill and Pete (Book 2)

Paperback: 32 pages

Publisher: Puffin Books; Reissue edition (July 16, 1996)

Language: English

ISBN-10: 0698114019

ISBN-13: 978-0698114012

Product Dimensions:

8 x 0.1 x 10 inches

Shipping Weight: 4.2 ounces (View shipping rates and policies)

Average Customer Review:

4.6 out of 5 stars

52 customer reviews

Amazon Best Sellers Rank:

#174,543 in Books (See Top 100 in Books)

Tommie dePaola is one of our favorite author-illustrators of children's books, and the original "Bill and Pete" book is our favorite of his books (even more than "Strega Nona"!). His comical illustration of crocodile Bill climbing the wall of the Bad Guy's house never fails to get a giggle from my kids. Plus, my husband has created the most wonderfully silly voices for the unlikely heroes -- and for the villainous Bad Guy - such that even their recitations of the alphabet become BIG GIGGLY FUN.So we were excited to find out that there were not one, but two more books in the series! This being one of them!Alas, like the "Strega Nona" sequels, "Bill and Pete Go Down the Nile" suffers from sequelitis: a little contrived, with good characterizations in search of an equally good story, falling short with a predictable plot involving a field trip on Egyptian history complete with sphinx jokes and t.p. mummies and all the rest of it. Nothing as fun as the wry crocodile skin suitcase jokes of the original.But who cares! We didn't -- well, not too much. This book was an excuse for hearing those silly voices again, and that was enough for us.

This book is a recommended story in the Ancient Egypt Chapter 2 section of Story of the World. I bought it never having read it because it's Tomie dePaola.It's a cute little story about a crocodile named Bill and his toothebrush Pete. They go on a class trip down the Nile to see the sights of Egypt, inuding the stinks (Sphinx, lol).It is a little disjointed in the introduction of the "bad guy", but over all the story is cute without being overly long. It's a simple, short read meant for elementary school.

This book is beyond fantastic. I found it by accident and have wondered ever since why it isn't hugely famous and on every kid's bookshelf. Or parent's bookshelf. Or anyone's. I keep buying copies for people when they have babies so they can read it to their children. And finally I realized I wanted one for myself (I'm past 50, to put it mildly). So I bought one just for me. The illustrations are hilarious. The story is sweet and funny. Bill and Pete are great friends. And Tomie de Paola is a wonderful illustrator.

This is an excellent book to read to a child who is just beginning to write. It’s a fun read with Tommie’s wonderful illustrations. We found our son soon reading along with us. It has become a bedtime standard I out home with the kids looking forward to participate. If your family has as much fun as we did, look for the next book in the series, Bill and Pete Go Down the Nile.

This wonderfully illustrated book continues the adventures of a young Nile crocodile and his toothbrush, Pete (a bird). This is the second of a Bill and Pete series but is a standalone adventure that brings in mummies and a museum caper. I love passing this book along to young children, partly because I am an archaeologist who has worked in Egypt.

Bill and Pete are a crocodile child and his toothbrush. When William Everette keeps leaving letters out of his name as he learns to spell it Pete comes to the rescue. Later they team up to foil the Bad Man's plans to make Bill into a suitcase.Tell me why I got rid of the books my children loved. Now I'm having to repurchase them so I can read them to my granddaughter. Not very good planning on my part.

This is one of the cutest kids books I've read with my kids lately. It helps teach about ancient Egypt in a not so boring as a textbook way. Books like this get my son excited about what he is learning in history.

Bill and Pete are two brave heros. Your child will love hearing their story.

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Download Ebook Algebraic Topology

Download Ebook Algebraic Topology

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Algebraic Topology

Download Ebook Algebraic Topology

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From the Back Cover

The reader of this book is assumed to have a grasp of the elementary concepts of set theory, general topology, and algebra. Following are brief summaries of some concepts and results in these areas which are used in this book. Those listed explicitly are done so either because they may not be exactly standard or because they are of particular importance in the subsequent text.

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Product details

Paperback: 548 pages

Publisher: Springer; 0003-1981. Corr. 3rd edition (December 6, 1994)

Language: English

ISBN-10: 0387944265

ISBN-13: 978-0387944265

Product Dimensions:

6.1 x 1.2 x 9.2 inches

Shipping Weight: 2.1 pounds (View shipping rates and policies)

Average Customer Review:

3.4 out of 5 stars

4 customer reviews

Amazon Best Sellers Rank:

#600,418 in Books (See Top 100 in Books)

good

This book was an incredible step forward when it was written (1962-1963). Lefschetz's Algebraic Topology (Colloquium Pbns. Series, Vol 27) was the main text at the time. A large number of other good to great books on the subject have appeared since then, so a review for current readers needs to address two separate issues: its suitability as a textbook and its mathematical content.I took the course from Mr. Spanier at Berkeley a decade after the text was written. He was a fantastic teacher - one of the two best I've ever had (the other taught nonlinear circuit theory). We did NOT use this text, except as a reference and problem source. He had pretty much abandonded the extreme abstract categorical approach by then. The notes I have follow the topical pattern of the book, but are so modified as to be essentially a different book, especially after covering spaces and the first homotopy group. His statement was that his treatment had changed since the subject had changed significantly. So much more has changed since then that I would not recommend this book as a primary text these days. Bredon's Topology and Geometry (Graduate Texts in Mathematics) is much better suited to today's student.So, why did I give it four stars? First, notice that it splits stylewise into three segments, corresponding the treatment of its material in a three quarter academic year. The first three chapters (intro, covering spaces, polyhedral) have really not been superceded in a beginning text. Topics are covered very thoroughly, aiding the student new to the subject. The next three chapters (homology) are written much with much less explanation included - indeed, some areas leave much to the reader to discover and, consequently, aren't very helpful if the instructor doesn't fill in the details (the text expects a rather rapid mathematical maturation from the first part - too much of a ramp in my opinion), but the text is comprehensive. The last section (homotopy theory, obstruction theory and spectral sequences) should just be treated as a reference - it'd be hard to find all this material in such a compact form elsewhere and the obstruction theory section has fantastic coverage of what was known as of the writing of this book. It's way too terse for a novice to learn from and there are some great books out there these days on the material.

This book is a highly advanced and very formal treatment of algebraic topology and meant for researchers who already have considerable background in the subject. A category-theoretic functorial point of view is stressed throughout the book, and the author himself states that the title of the book could have been "Functorial Topology". It serves best as a reference book, although there are problem sets at the end of each chapter. After a brief introduction to set theory, general topology, and algebra, homotopy and the fundamental group are covered in Chapter 1. Categories and functors are defined, and some examples are given, but the reader will have to consult the literature for an in-depth discussion. Homotopy is introduced as an equivalence class of maps between topological pairs. Fixing a base point allows the author to define H-spaces, but he does not motivate the real need for using pointed spaces, namely as a way of obtaining the composition law for the loops in the fundamental group. By suitable use of the reduced join, reduced product, and reduced suspension, the author shows how to obtain H-groups and H co-groups. The fundamental group is defined in the last section of the chapter, and the author does clarify the non-uniqueness of the fundamental group based at different points of a path-connected space. Covering spaces and fibrations are discussed in the next chapter. The author does a fairly good job of discussing these, and does a very good job of motivating the definition of a fiber bundle as a generalized covering space where the "fiber" is not discrete. The fundamental group is used to classify covering spaces. In chapter 3 the author gets down to the task of computing the fundamental group of a space using polyhedra. Although this subject is intensely geometrical. only six diagrams are included in the discussion. Homology is introduced via a categorical approach in the next chapter. Singular homology on the category of topological pairs and simplicial homology on the category of simplicial pairs. The author begins the chapter with a nice intuitive discussion, but then quickly runs off to an extremely abstract definition-theorem-proof treatment of homology theory. The discussion reads like one straight out of a book on homological algebra. This approach is even more apparent in the next chapter, where homology theory is extended to general coefficient groups. The Steenrod squaring operations, which have a beautiful geometric interpretation, are instead treated in this chapter as cohomology operations. The logic used is impeccable but the real understanding gained is severely lacking. General cohomology theory is treated in the next chapter with the duality between homology and cohomology investigated via the slant product. Characteristic classes, so important in applications, are discussed using algebraic constructions via the cup product and Steenrod squares. Characteristic classes do have a nice geometric interpretation, but this is totally masked in the discussion here. The higher homotopy groups and CW complexes are discussed in Chapter 7, but again, the functorial approach used here totally obscures the underlying geometrical constructions. Obstruction theory is the subject of Chapter8, with Eilenberg-Maclane spaces leading off the discussion. The author does give some motivation in the first few paragraphs on how obstructions arise as an impediment to a lifting of a map, but an explicit, concrete example is what is needed here. The last chapter covers spectral sequences as applied to homotopy groups of spheres. More homological algebra again, and the same material could be obtained (and in more detail) in a book on that subject.

Spanier's book is a wonderful treatment of many important ideas in algebraic topology, from covering spaces to Cech Cohomology. However, the going is difficult for those not initiated into the basic ideas. The proofs are correct, but often too terse for graduate students. It would also be nice if there were more explicit examples in the text, as in Greenberg and Harper's book, for example. There are plentiful exercises that go deep into the theoretical aspects of the subject. I use this book as a reference for my research and for that purpose it is excellent!

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Download PDF , by Stephan Haller

Download PDF , by Stephan Haller

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, by Stephan Haller

Download PDF , by Stephan Haller

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Product details

File Size: 12574 KB

Publication Date: November 24, 2018

Sold by: Amazon Digital Services LLC

Language: English

ASIN: B07KVNVQXZ

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Amazon Best Sellers Rank:

#609,849 Paid in Kindle Store (See Top 100 Paid in Kindle Store)

This author is definitely a member of tasty nation. Good reminder for those of us selling premium. The mechanics work!

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