Programs Books
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Used price: $3.83

If you want to make esquisite fabulous food, buy this book!Review Date: 1999-04-05
If you liked the show, you'll love the bookReview Date: 1999-03-13
My favorite cookbook...Review Date: 2002-05-13
My personal favorite is the butternut squash puree. I make it about once a month.
I love this cookbook.Review Date: 1999-08-24
Great if you can follow a recipe!Review Date: 2003-10-01

Used price: $0.82

good reference for C++ programmersReview Date: 2003-05-22
It also covers some Java libraries and briefly outlays applets. There does not seem to be any coverage of servlets or server-side programming.
As good a reference as it is, it seems to be missing some things, most notably initializations. There are pieces of Java code I've seen something like:
subr1(new Foobar {blah(){foo;} blah1(){bar;}});
i.e., a class (Foobar) is being initialized dynamically before calling a function subr1(). The exact circumstances of initialization of variables and dynamic classes are not covered at all in this book.
Other than that, this book is great.
Swiss Army Knife of Java manualsReview Date: 2002-09-26
And like JIAN, there is a good amount of reference material in this book, not with the extended detail of JIAN, but enough to get by most of the stumbling stones one encounters while programming.
As a student, I can only carry so many books in my backpack; when I'm programming in the university labs, I want concise and useful as my qualities. At home, I have my Java reference library (CJ, JIAN, etc.), which I consult when I'm at a quandary; for portability and my lab work, this book is the Swiss Army knife of references, one that I carry regularly, and one that can solve about 75-80% of Java problems I encounter.
Swiss Army Knife of Java manualsReview Date: 2002-09-26
And like JIAN, there is a good amount of reference material in this book, not with the extended detail of JIAN, but enough to get by most of the stumbling stones one encounters while programming.
As a student, I can only carry so many books in my backpack; when I'm programming in the university labs, I want concise and useful as my qualities. At home, I have my Java reference library (CJ, JIAN, etc.), which I consult when I'm at a quandary; for portability and my lab work, this book is the Swiss Army knife of references, one that I carry regularly, and one that can solve about 75-80% of Java problems I encounter.
Swiss Army Knife of Java manualsReview Date: 2002-09-26
And like JIAN, there is a good amount of reference material in this book, not with the extended detail of JIAN, but enough to get by most of the stumbling stones one encounters while programming.
As a student, I can only carry so many books in my backpack; when I'm programming in the university labs, I want concise and useful as my qualities. At home, I have my Java reference library (CJ, JIAN, etc.), which I consult when I'm at a quandary; for portability and my lab work, this book is the Swiss Army knife of references, one that I carry regularly, and one that can solve about 75-80% of Java problems I encounter.
Swiss Army Knife of Java manualsReview Date: 2002-09-26
And like JIAN, there is a good amount of reference material in this book, not with the extended detail of JIAN, but enough to get by most of the stumbling stones one encounters while programming.
As a student, I can only carry so many books in my backpack; when I'm programming in the university labs, I want concise and useful as my qualities. At home, I have my Java reference library (CJ, JIAN, etc.), which I consult when I'm at a quandary; for portability and my lab work, this book is the Swiss Army knife of references, one that I carry regularly, and one that can solve about 75-80% of Java problems I encounter.

Used price: $38.95

Nice BookReview Date: 2006-11-10
doesn't cover all of Numerical calculus and not all of mathematical proofs but great if you are looking study practical programming with Java.
I recommend this book only if you know Java and have basic numerical knowledge.
Great coverage of numerical computing in JavaReview Date: 2007-01-04
Part 1: WHY GOOD COMPUTATIONS GO BAD - Simply copying formulas out of a math or statistics textbook to plug into a program will almost certainly lead to wrong results. The first part of this book covers the pitfalls of basic numerical computation.
Chapter 1 discusses floating-point numbers in general and how they're different from the real numbers of mathematics. Not understanding these differences, such as the occurrence of roundoff errors, and not obeying some basic laws of algebra can lead to computations that go bad.
Chapter 2 looks at the seemingly benign integer types. They don't behave entirely as the whole numbers of mathematics do. Arithmetic operations such as addition, subtraction, and multiplication take place not on a number line, but on a clock face.
Chapter 3 examines how Java implements its floating-point types. The chapter examines the IEEE 754 floating-point standard and shows how well Java meets its provisions.
Part 2: ITERATIVE COMPUTATIONS - Computers are certainly good at looping, and many computations are iterative. But loops are where errors can build up and overwhelm the chance for any meaningful results.
Chapter 4 shows that even seemingly innocuous operations, such as summing a list of numbers, can cause trouble. Examples show how running floating-point sums can gradually lose precision and offer some ways to prevent this from happening.
Chapter 5 is about finding the roots of an algebraic equation, which is another way of saying, "Solve for x." It introduces several iterative algorithms that converge upon solutions: bisection, regula falsi, improved regula falsi, secant, Newton's, and fixed-point. This chapter also discusses how to decide which algorithm is appropriate.
Chapter 6 poses the question, Given a set of points in a plane, can you construct a smooth curve that passes through all the points, or how about a straight line that passes the closest to all the points? This chapter presents algorithms for polynomial interpolation and linear regression.
Chapter 7 tackles some integration problems from freshman calculus, but it solves them numerically. It introduces two basic algorithms, the trapezoidal algorithm and Simpson's algorithm.
Chapter 8 is about solving differential equations numerically. It covers several popular algorithms, Euler's, predictor-corrector, and Runge-Kutta.
Part 3: A MATRIX PACKAGE - This part of the book incrementally develops a practical matrix package. You can then import the classes of this package into any Java application that uses matrices.
Chapter 9 develops the matrix class for the basic operations of addition, subtraction, and multiplication. It also covers subclasses for vectors and square matrices. The chapter's interactive demo uses graphic transformation matrices to animate a three-dimensional wire-frame cube.
Chapter 10 first reviews the manual procedure you learned in high school to solve systems of linear equations. It then introduces LU decomposition to solve linear systems using matrices. An interactive demo creates polynomial regression functions of any order from 1 through 9, which requires solving a system of "normal" equations.
Chapter 11 uses LU decomposition to compute the inverse of a matrix efficiently and reliably. A demo program tests how well you can invert the dreaded Hilbert matrices, which are notoriously difficult to invert accurately. The chapter also computes determinants and condition numbers of matrices, and it compares different algorithms for solving linear systems.
Part 4: THE JOYS OF COMPUTATION - The final part of this book covers its lighter side of numerical computation.
Chapter 12 covers Java's BigNumber and BigDecimal classes, which support "arbitrary precision" arithmetic--subject to memory constraints, you can have numbers with as many digits as you like. This chapter explores how these classes can be useful. You compute a large prime number with more than 3,000 digits, and you write functions that can compute values such as the square root of two and e^x to an arbitrary number of digits of precision.
Mathematicians over the centuries have created formulas for computing the value of pi. Enigmatic Indian mathematician Ramanujan devised several very ingenious ones in the early 20th century. An iterative algorithm supposedly can compute more than 2 billion decimal digits of pi. Chapter 13 uses the big number functions from Chapter 12 to test some of these formulas and algorithms.
Chapter 14 is about random number generation. A well-known algorithm generates uniformly distributed random values. It examine algorithms that generate random normally distributed and exponentially distributed random values. The chapter concludes with a Monte Carlo algorithm that uses random numbers to compute the value of pi.
Mathematicians have mulled over prime numbers since nearly prehistoric times. Chapter 15 explores primality testing and investigates formulas that generate prime numbers, and it looks for patterns in the distribution of prime numbers.
Chapter 16 introduces fractals, which are beautiful and intricate shapes that are recursively defined. There are various algorithms for generating different types of fractals, such as Julia sets and the Mandelbrot set. In fact, Newton's algorithm for finding roots, when applied to the complex plane, can generate a fractal.
Excellent coverage of many aspects in numerical computingReview Date: 2005-10-21
Ronald Mak has taken the trouble to explain IEEE floating point standards in a fun and easy-to-understand manner.
Another thing about this book that is worthy of a mention is its great OO programming styles. Codes are also well commented and reader friendly. Overall, it is a great source to learn not just on how to program numerical methods in Java but how to write good OO programs.
The only two bad things I could say about this book is that I should have gotten of this book much earlier and if only Amazon allows a Six Stars rating.
if (java != eCommerce) { ...Review Date: 2004-11-21
with detail and depth best left for more specialized and hard-core texts that the curious reader can explore after this one. Refreshing.
Educational, interesting, and funReview Date: 2003-05-26
This book is an introduction to numerical computing using Java providing "non-theoretical explanations of practical numerical algorithms." While this sounds like heady stuff, freshman level calculus should be sufficient to get the most out of this text.
The first three chapters are amazingly useful, and worth the price of admission alone. Mak does a fine job explaining in simple terms the pitfalls of even routine integer and floating-point calculations, and how to mitigate these problems. Along the way the reader learns the details of how Java represents numbers and why good math goes bad. The remainder of the book covers iterative computations, matrix operations, and several "fun" topics, including fractals and random number generation.
The author conveys his excitement for the subject in an easy-to-read, easy-to-understand manner. Examples in Java clearly demonstrate the topics covered. Some may not like that the complete source is in-line with the text, but this is subjective. Overall, I found this book educational, interesting, and quite enjoyable to read.

Used price: $0.01

Java Programming with Oracle SQLJ - above averageReview Date: 2004-04-10
The book explains how SQLJ relates to SQL, PL/SQL, Java, JDBC and it provides a good introduction to the JDeveloper IDE (Integrated Development Environment).
The book is written very clearly and the appearance and organization of the text is well up to the O'Reilly standard.
I can't comment on the worked examples yet as I have not yet tried them out.
Easy readingReview Date: 2004-01-25
Outstanding bookReview Date: 2002-11-08
I liked this book because it covers SQLJ programming, as well as:
1. Oracle SQL.
2. Oracle PL/SQL.
3. Oracle JDeveloper.
4. Developing J2EE components for the Oracle9i Application server (9iAS) such as EJB, servlets and JSP.
5. Java stored procedures.
I liked the author's writing style: it is clear and to the point. I found it very easy to read, and was able to follow the examples in the book and apply them to my own programs.
I highly recommend this great little book!
Java Programming with Oracle SQLJReview Date: 2002-06-15
Well worth the price.Review Date: 2002-03-27
I found myself incorporating the material presented into my work before I finished reading the book.
An excellent resource.

Used price: $0.01

The Ultimate Lingo referenceReview Date: 2000-10-18
I can't find an updated version of it - if anyone knows of one please let me know!...
Don't bother looking anywhere else, this is the best!!!!Review Date: 1999-02-27
The thing I like most is having the Lingo grouped by subject, it makes things so easy to look up.
Darrel, please make a reference like this for Perl!!!!
Do things with Director that others only wish they could.Review Date: 1999-01-30
If you programming in Lingo...Review Date: 1998-08-17
the indispensable book for Lingo-ProgrammersReview Date: 1999-01-15
Have fun
Best regards
Patric Simon


clear explanationsReview Date: 2007-07-04
good effort, but many errorsReview Date: 2005-09-23
- on page 22, there is a graph labelled as a ln graph (y=lnx), but it actually shows a square root graph (y=x^(1/2)0.
- on page 55 in Exmaple 17 it says coordinates are A (3, pi/2), B (-3pi/4,1), C (5pi/6, -2), flipping all the x- and y- coordinates with each other. (It should be A (pi/2, 3), B (1, -3pi/4) and C (-2, 5pi/6).
- on page 63 it says "AB [with arrow over it to indicate vecctor] = 7 i [i in bold] + 3j [j in bold] = 7 i [i in bold] + 3j [j in bold]". It should say "AB [with arrow over it to indicate vecctor] = <7,3> = 7 i [i in bold] + 3j [j in bold]".
- on page 83, it says "lim x -> -2 r(x) = lim x -> -2 (1/ (x-2)) = 1/ (-2 - 20) = -1/4". It should say "lim x -> -2 r(x) = lim x -> -2 (1/ (x-2)) = 1/ (-2 - 2) = -1/4"
- on page 137 we are trying to fine h'(e), but first you of course find the general formula for h'(x) and then plug in e. But whoever typed it must have thought they were all supposed to say "h'(x)". First, at the top of the page it reads "Example 14: Find h'(x) if h(x) = [equation]", and it should read "Example 14: Find h'(x) if h(x) = [equation]" since the problem ends up solving for h'(e). Then a few lines down it reads "Now find h'(e), and remember that lne=1. That will remove some of the grime. h'(x) = arc cot e [etc, rest of equation with es in it]". Again. clearly that is an equation for h'(e), not for h'(x).
- on the bottom of page 173 on example 9 of chapter 5, the tangent line equation should read "...=17.696(x-(pi/4)), but it makes some error where pi/4 is (I whited out the original and wrote that over it so I don't remember what the error originally was.)
- On page 237 on the Chapter 6 practice problem #8 the radius should be 36 feet, not whatever was written in.
And after chapter 6 it gets suddenly better. Maybe they hired a different typre for the rest of the book or something. Or maybe I just never got as far as the rest of the book/ =P
Anyway, the long and the short of all that is that if you are going to be confused by lots of typos. maybe this book isn't for you. For me, I had enough familiarity with the topics to begin with that I figured out what they meant (though it did waste a bit of my time.) However, if you don't have a good background prior to this book, things like this might confuse you (although you do have an enumeration of all the errors (well, through chapter 6 at least) right here, assuming this still coordinates with the edition of the book they're selling now. (Or maybe, of course, they've corrected these errors by now!))
On the other hand, I think it provides pretty good review in general. In the start in Chapter 2 which is Calculus Prerequiaiates (relations, functions, trig) it gives lists of all the things to memorize, in only a few places, so you have them all there to study. In addition, there is aformula page in the start of the book with the basic formulas, besides these ones which are like the pre-calc ones (trig identities, sum and diff formulas, etc).
Also, the writer attempts to write with humor and flair, to avoid the typical math-book type book. I'm not sure if this is a plus or a minus, though. His jokes are really lame, but I suppose they still do lighten up the math of it.
There are hands-on activities that attempt to get the student to figure out for themselve (sorry, him or herself) math rules by going through steps of mini-questions and then it asks you what is the relation between such-and-such or the general formula for such-and-such. I think some of these are pretty good.
And in general I think things are explained well.
Overall, I think this is a pretty good book, but there are a ton of errors. I bought it based upon the previous reviews that said it was THE calc book to buy to review for the AP exams. (BTW, I took calc, AB; I don't know how this book is for BC, though I think it would be ok, but I have heard BC is a ton harder, so I don't know. It has each section separate and the ones that are for BC only are labelled "BC Only", that's how it organizes that.) If it is true that this book is really so much better than all the otherrs, I'd say buy it in spite of the typos unless you think that would really throw you off. However, I haven't heard anything bad about the other books from people I know.... I've heard that Barron's sucks in general and Princeton Review is good, but I have no idea really. I can't imagine anything being so much better about this book than others, unless the others really suck, but I don't know. Anyway, if this book is really better I'd say go for it but otherwise it has lots of annoying errors. I give it a 3 out of 5 assuming it really is a better book in general, a 2 out of 5 if not.
Information on the book:
It has 11 chapters in 2 parts, the first being pre-calc and differentiation, the second being integration. the third part of the book is practice exams, one in AB and one in BC. I honestly never got that far and haven't looked at the practice exams; I just practiced with old exams from the collegeboard website.
Part 1
- Ch. 1: Intro to the AP Calc test, etc
- Ch 2: "Calculus Prerequiaiates" - functions, trig stuff
- Ch 3: "Limits and Continuity"
- Ch 4: "Differnetiation"
- Ch 5: "Advanced Topics in Differentiation"
- Ch 6: "Applications of the Derivative"
- Ch 7: "Integration"
- Ch 8: "Advanced Methods of Integration" (u substitution, and then mostly BC stuff, like integration by parts, improper fractions, uv substitution)
- Ch 9: "Applications of Differentiation"
- Ch 10: "Differential Equations"
- Ch 11: "Sequences and Series (BC Topic only)"
Book Has Changed Title, This Edition No Longer In PrintReview Date: 2005-02-11
AP Calculus Teacher Recommends this book for StudentsReview Date: 2005-12-12
Some of my students just use it at the end of the year to review, but others use it during the year as a supplemental text.
Yes, even the best of teachers sometimes can't deliver the message in a way that EVERY student understands. That's why Mike Kelley's book is so helpful.
Buy it. Your brain will thank you.
It will help youReview Date: 2006-09-26
The author provides some challanging and some easy problems. Best of all, this guy has a sense of humor which makes dry math seem much better. This is the best book to own.
Keep in mind I did have a good teacher, this book just gave me another way of looking at everything. In most cases this book is what got me to see how to do things. It also taught me some things my teacher didn't that saved me time and got me the right answer. Taken alongside what you learn in class, this is sure to help anyone (though it still didn't get series straight for me, but it did help me feel comfortable with series problems).
This book does have a few inaccuracies, but you're sure to spot them. Or you could just read the review posted by the other guy on this site for a list of them all and corrections.
I encourage you to get this book if you are looking for the best guide (though slightly out of date).

Used price: $6.97

Groundbreaking Sitcom that Paved the Way for Others!Review Date: 2006-09-17
Toe in the Faucet and other stories...Review Date: 2004-03-21
This book is an invaluable guide to the greatest show/series of all time, and represents oustanding value. The pairing of Dick and Mary was a stroke of genius, and the chemistry between them lifted this brilliantly conceived and well-written series onto another level. Remember the 'Nuts' episode?
Even the cutesy touches, such as the way Dick randomly tripped over or side-stepped the ottoman just added to the seemingly endless magic that was the Dick Van Dyke Show.
I had been itching to get my paws on this guide ever since I read Mary's autobiography After All, in which she rightly sings the show's praises - they both won Emmys of course - and this Definitive History illustrates just why it was out there on its own.
A wonderful book, and absolutely essential for the serious fan of this unique and unforgettable series.
Awesome Book about An Awesome Classic TV Show!Review Date: 2001-12-18
A very good and well written book on the classic series!Review Date: 2001-10-10
"DEFINITIVE" Is Right! A Fascinatingly-Detailed Volume!Review Date: 2003-07-21
If you're an avid fan of this 1961-1966 CBS-TV program, trust me, you will NOT be able to stop turning pages until you've read the whole thing!
In each chapter, we learn new tidbits of behind-the-scenes information. There's info (including some brief biographical data) about every single member of the show's stellar cast.
For example: Did You Know .... that the audience laughter went on so long when Greg Morris & his on-screen spouse entered the Petrie home at the end of the episode "That's My Boy??" that the editor actually had to cut out some of the audience hysterics in order to fit the episode into the allowable timeframe? (Too bad, too. I'd love to have heard the WHOLE thing. A great episode indeed.)
The book also reveals the fact that Mary Tyler Moore stormed off the set in a huff one time, while doing the ultimately-classic episode, "Never Bathe On Saturday". She was upset because she was off-camera and talking through a door for most of the show. But, after seeing how funny the show worked as written, MTM felt bad about her tirade.
"Never Bathe On Saturday" features Dick's great line, after finding that the hotel bathroom door is locked: "Don't toy with me, you saucy wench." :) LOL!!!!
Plus there's a complete episode guide, with still more tidbits written within most of the episode descriptions.
I cannot imagine a more thorough and detailed Dick Van Dyke Show volume than this one. This book is a MUST for any fan of this highly-intelligent and magnificently-written TV program.

Used price: $9.89

Awesome bookReview Date: 2002-10-13
Also covers Java stored procedures, EJB programming, servlets and JSP. I liked the conciseness of the book.
An excellent workReview Date: 2003-11-10
Nicely Done AND a Quick Read!Review Date: 2002-12-31
An enjoyable readReview Date: 2003-01-24
This book teaches you not only how to do things, but _why_ you want to do things a certain way. Because of that, this book is streets ahead of anything else available on Java and Oracle - even the other Oracle Press Java books.
This book even teaches you how to use JDeveloper to create Java programs.
If you're a newby or an expert, this book will be useful when using Java and Oracle together.
The only book you need on Java and OracleReview Date: 2002-10-09

Used price: $2.61
Collectible price: $16.00

One of the best books I've ever read...Review Date: 2008-04-04
This is the book which told me that "the spiritual world is the world of EMOTIONS." I had never had it presented to in this way, especially growing up where "emotions" - all except anger - were completely "verboten." Finally, I can begin to understand just what this means. Peace, patience, tranquility = "heaven," anger and resentment = "hell."
I actually allow myself to write in the margins and date my observations and questions, so it's like a diary of sorts, and I am able to see the changes over the last - gasp! - 18 years. Every time I think I don't need this book anymore, and might as well give it away, poof... here comes something else, and I pull it down from my "reference" shelf. Now I'm going to order the rest of the books by Eva Pierrakos, who gets 5 star reviews every time.
One of the most important messages and insights I got from this book was the connection between "states of being."
The "spiritual world" IS our "emotional world. That is the difference between "Heaven" and "Hell." It is all in the way we FEEL.
I have heard that "our state of mind" created heaven or hell, but it isn't my mind that does me in, it is my EMOTIONS. It's not my attitude, it's not my thoughts; my mind is sharp as a tack and very well disciplined; it's my emotions that knock me for a loop every time. They control my thoughts and come first in the arena I live in. They are wild horses that take me for a ride, I am not a master in that area.
When I read the correlation between "emotions" and "spiritual world" something clicked! One door flew open while another one shut, and I have never been the same since. Not to say that I've made all the "changes" necessary as yet, but at least I am on the right path. I have tons of books that I read all the time, but this one stays on my shelf.
As people used to say, and I still mean it: "Thanks for sharing!" You have made my day!
A True BlessingReview Date: 2001-11-01
Best book everReview Date: 2003-10-21
This is worth more than the bible ever could to me.Review Date: 2001-09-06
TransformingReview Date: 2005-10-04
"Creating is pure fascination" (p. 218)
This is also a book that talks about dissolving structures, entering the chaos consciously, and formulating a will to happiness so strong, so unyielding, so determined that the intent becomes creating power itself. And that is where we truly start living. A great book.

Used price: $0.74

EJBReview Date: 1998-11-18
Was far ahead of it's time and still usefulReview Date: 2005-09-02
This book was way ahead of it's time. I heard Bob speaking about Domino and Java at The View's advanced technical seminar in 1999. At that time many Lotus Notes developers were just coming to grips with LotusScript (although it was introduced in Lotus Notes 4) and all of the new web features associated with Domino; HTML, CSS, JavaScript etc.
While this book is now dated, it is still one of the best on programming Lotus Notes and Domino with Java, and the only one that focuses solely on that topic. Many other books have glossed over this topic altogether. Although a couple of others have provided good treatment. If you are new to Notes and Java then it could still be well worth your while to pick up a copy.
Programming Domino 4.6 With JavaReview Date: 1999-03-21
Programming Domino 4.6 With JavaReview Date: 1999-03-21
A great book for any Domino/Java programmer!Review Date: 1998-11-15
Related Subjects: Action Horror Children's Comedy Music Documentaries Dramas Educational Soap Operas Game Shows Talk Shows Mini-series Entertainment News Reality-Based Science Fiction and Fantasy
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