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I have really enjoyed this commentary on the Forty Hadith. The layout is simple and the author does a nice job of outlining interpretations and arguments over the meaning of the Hadith. I

Good concise study , examines in detail important Hadith , placing them in historical and religious context .

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This is an excellent and thorough commentary on the Hadith which are the pillars of Islamic principles and ideals. This commentary engages the reader such that he/she can readily apply and benefit from these Prophetic gems in their personal lives, and in light of contemporary times. Numerous classical commentary and relevant Quranic ayaat and Hadith are also quoted to further elaborate on the meaning of these comprehensive hadith.A must buy!

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For the Brave and the Determined, learning analysis from Principles of Mathematical Analysis (PMA) is a sublimely rewarding experience. (Dilettantes keep away.)PMA, a.k.a. 'Baby Rudin', is an introductory text in analysis for the serious student of mathematics. Back in 2004, this was the text used for the first semester of Harvard's freshman analysis/linear algebra course (Math 25, modestly titled "Honors Multivariable Calculus and Linear Algebra", the lite version of the infamous Math 55 sequence). A majority of students in the course came in with a working knowledge of proof writing, through high school mathematical olympiads, upper division college classes elsewhere, or both. Although the professor (Tom Coates, now of Imperial College London) was an excellent lecturer and was very helpful and patient, students without a background like this ("mathematical maturity") were generally left in the dust. Those of us who persisted in the course after the first few weeks found ourselves spending 15 to 20 hours a week working problems assigned from PMA or written by Prof. Coates. Problems in PMA ranged simple verifications, taking maybe five minutes of thought, to problems barely within the grasp of the smartest students in the class, taking many hours of struggle spread out over a few days.Content: As many reviewers have already noted, PMA is simply the best out there in terms of clear, concise mathematical exposition of one-variable advanced calculus (Chapters 1-8). Though known by analysts for his contributions to harmonic and complex analysis, Dr. Rudin ensured himself a permanent place in the canon with the publication of this text and its graduate-level companions "Real and Complex Analysis" and "Functional Analysis". Having browsed through copies of the first (1953) and second edition (1964), it's clear that the author "perfected" an already very well written text in this third edition (1976) and said "that's it" to greedy textbook publishers wishing to make money off of newer editions. Other than correcting some typos, this text has remained the same for four decades (and will remain so with Dr. Rudin's passing in 2010). Its continued use, more than six decades after it was first published, is a testament to the quality of this textbook. Here's a brief overview of topics covered. Chapter 1 introduces the real number system, the most important concept being the least upper bound property of the real numbers. An appendix constructs R from Q using the Dedekind approach. While the entire book is succinct and fantastically organized, chapter 2 on metric space topology deserves particular mention. This concisely written chapter (only 23 pages!) is strategically placed to serve as a cornerstone for the rest of the book. Assuming only rudimentary knowledge of sets and functions, Rudin gives the reader just a taste of topology to enable subsequent discussions on continuity and convergence to proceed in a general and abstract setting. Several interesting but less pertinent ideas (like the Baire category theorem) are included as challenging exercises at the end of the chapter. Though the abstraction introduced is challenging and most beginners won't see the point (yet), the reward is substantial, enabling celebrated theorems (e.g., Arzelà -Ascoli, Stone-Weierstrass) to be proved cleanly and quickly later on. The usual topics (limits, continuity, differentiation, and Riemann(-Stieltjes) integration) are covered in chapters 3-6. This is followed by an in depth discussion on sequences of functions, focusing on the interchange of limiting operations and polynomial approximation, in chapter 7, topics often discussed in a cursory manner in other introductory analysis textbooks. The coverage of power series at the beginning of chapter 8 seems to come a bit too late, given the importance of this concept; Rudin uses it as a springboard for rigorously defining the functions that everyone thinks they know (exp, log, sin, cos), followed by an outline of the Beta and Gamma functions and their miscellaneous properties, and an introduction to Fourier series. The topics at the end of chapter 8, while interesting, are not essential for a first course in real analysis. Back then, in Math 25a, we covered chapters 1-7 and the first half of chapter 8, minus the appendix on Dedekind cuts at the end of chapter 1 in 14 weeks. That still left us with one week of class, during which we started to cover linear algebra to get a head start on Math 25b in which real analysis of several variables was the main topic. (My freshman year roommates could not comprehend why anyone would be such a masochist....)In the remaining chapters, Rudin covers analysis on several variables (chapters 9 and 10), including differential forms and the generalized Stokes Theorem, and measure and Lebesgue integration (chapter 11). These chapters have been the subject of criticism, mostly due to their bare bones coverage of these intricate topics. In my opinion, they really are too lean to be pedagogically useful introductions. Moreover, chapters 9 and 10 would have benefited from figures or line drawings, given the geometric nature of the topic, but PMA seems to avoid these at all costs. (Rudin's definition of differential forms is essentially algebraic and makes no appeal to geometric intuition.) Nevertheless, because they are written in such a concise manner, they are useful as "cliff notes" or refreshers on these topics for review after learning them elsewhere. Besides the terseness, Rudin's outlines of these topics do not provide the reader with their full mathematical machinery, leaving out many important subtleties and non-elementary constructions (e.g., PMA develops forms in a way that only implicitly references their tensorial nature, defining them as formal expressions that are only meaningful behind an integral sign, rather than a mathematical construction in their own right, while measure theory is developed somewhat unconventionally using sigma-rings rather than sigma-algebras, which actually complicates some of the subsequent propositions), so one is well-advised to find other resources to become acquainted with these topics. For multivariable calculus, Spivak’s "Calculus on Manifolds" is concise though hard-to-digest without a good instructor, and it should be supplemented by Halmos’s "Finite-Dimensional Vector Spaces" or Axler’s "Linear Algebra Done Right" to provide the requisite abstract linear and multilinear algebra background. Munkres's "Analysis on Manifolds" is a better alternative for self study (see my Review on this book). Bartle’s "Elements of Integration and Lebesgue Measure" provides a clear though not particularly thorough introduction to Lebesgue theory. Stein and Shakarchi "Real Analysis" also has an excellent introduction to measure theory and Lebesgue integration, and covers many other fascinating topics, but it is annoyingly not self-contained and references the earlier two volumes. (Math 25b ended up using Halmos and Spivak; Lebesgue integration wasn't covered, so it became summer reading.)Style: With the exception of a short introductory paragraph at the beginning of each chapter, the book consists almost entirely of a series of statements labeled Definition, Theorem, or Corollary (in that order) with only an occasional Example or Remark squeezed in. (The Examples and Remarks are important -- they generally address subtleties or common points of confusion for students.) This format is probably shocking and baffling for most people who start reading PMA. Persevere -- it will grow on you! Through his austere presentation, Rudin lets the beauty of the mathematics speak for itself. Flipping through my tattered and scribbled-on copy of the book from 2004-2005, I still marvel at the elegance and polish of the proofs -- without a wasted symbol or syllable yet completely rigorous if you put in the effort to scrutinize his arguments. Precisely for these reasons, however, students will find themselves reading and re-reading the text to try to figure out how Rudin managed to construct a proof and/or where the idea behind it came from. The diligent student should have pencil and paper in hand to try to construct his/her own arguments, which should lead to insights into Rudin's (more elegant) proofs. Also, since Rudin rarely remarks upon why the hypotheses of a theorem cannot be weakened, it is extremely useful to have concrete examples or counterexamples in mind when working through a proof. In retrospect, I found that it was this type of between-the-lines reading of the text, together with the excruciating process of working through the exercises, that led to true comprehension: no pain no gain!Ideally, a professor teaching from this text should motivate the definitions (and even some of the theorems) presented in PMA during class. (It's not always clear why Rudin proves something; he doesn't distinguish between main theorems and lemmas.) However, if you are teaching yourself, a less formal exposition with more examples and explanations and occasional diagrams to illustrate difficult concepts or facilitate intuition will probably be useful to read with PMA concurrently. Pugh’s "Real Mathematical Analysis," comes to mind. (Though at times wordy or long-winded, it adopts a conversational and infectiously enthusiastic tone. In addition, Pugh's text contains a large collection of interesting and sometimes extremely challenging problems. Highly recommended as a foil to PMA!) I understand why some say that PMA should not be used as a first text. However, I feel that the point of learning analysis is to be able to appreciate a beautiful branch of mathematics (as opposed to do something useful, like with calculus or diffeqs). Rudin offers exactly this, given the proper preparation. It's well worth the time and effort to work through PMA and see analysis the way it was meant to be seen, rather than to be introduced to a dull, watered-down version.A final remark about the style: if PMA sometimes reads like a collection of lecture notes, it's probably because it started out that way. When Rudin, then a freshly minted Ph.D., started teaching real analysis as a lecturer at MIT in 1950, there were very few analysis textbooks in English. Available texts like Hardy or Titchmarsh presented the classical approach without reference to topological notions. Because of the lack of suitable modern treatments of real analysis, he ended up writing one for his course. The first edition of PMA was published only three years later in 1953, based on the class that he taught. As the first text of its kind in English, PMA provided a model for the treatment of modern ideas in almost all subsequent English language textbooks in introductory analysis.Don't get discouraged! This is probably not like any textbook you've previously encountered (but this is the way mathematicians tend to write -- they don't like extra words and they certainly don't try to spoonfeed...). Spending hours to fully comprehend a few pages might feel crushing, but unless you're clearly destined to become a math professor, it will likely happen at some point when you study Rudin (e.g. his proof on the uncountability of nonempty perfect sets in chapter 2 for me). Bravely trudge ahead when it happens; it builds character, and it will eventually lead to a deeper, more intuitive and more satisfying understanding of analysis.

Amazon doesn't separate content from presentation forcing me to leave 1 star here based on the new hardcover quality.The cover is made of fragile cardboard sensitive to water and humid weather (see other reviews). The paper is thin and transparent. The printing was done by scanning the older (analog "infinite" DPI) version and reproducing it with lower DPI. The artifacts of that process are visible everywhere and on some pages even include pieces of hair/strand.I cannot justify the price for this. If you need the content, get a free PDF. If you want paper, print the PDF or buy the 90% cheaper international version. If you want a hardcover, get an earlier (blue, not purple!) version (got mine on eBay, super happy with it, and returning the one I reviewed).Pictures attached (1, 3, 5 new; 2, 6 old, 4 comparison).

First off, this book is dense. I bought this book for an introductory undergraduate course in real analysis. Through one full semester, we got through the first four chapters. That being said, for those brave enough to answer the call, Rudin leaves readers with a solid understanding of analysis.I bought the international edition, a.k.a. paperback version. My roommate has the hardcover version. My paperback took a lot of abuse over the semester, but it held up very well. The outside of the book is a little scuffed up from being stuff in my backpack, but, overall, it's still in good shape. My roommate's hardcover copy held up slightly better and looks a little nicer on the shelf... But, at a fraction of the cost of the hardcover, I am overall satisfied (it helped me get an A :) ).

I used this book as preparation for a graduate measure theory course, per the instructors recommendation.Based on my experiences, I would recommend this book to students trying to learn basic real analysis in the context of metric spaces. This book is well written, challenging and slightly terse. It is helpful to have some exposure to basic topology and real analysis in the context of R^n. However, this book is self contained and doesn't explicitly require any prerequisites other than proof writing abilities and the mathematical maturity to handle difficult material.If you are serious about being a mathematician, my recommendation is to work through this book on your own, outside of your normal coursework. Unless you go to a good school, this book will most likely be more difficult than the analysis you will see in a first analysis course. It is a challenging book and you will struggle.

This is a fine book, but it is my least favorite of Rudin's books (his other books that I've read and deeply enjoyed are Functional Analysis, Fourier Analysis on Groups, and Real and Complex Analysis). A student needs to have significant mathematics experience to learn from this. If you don't have experience doing proofs and especially quantification (making sense of things like "For all x in X there is some h>0 such that for all y in X some statement is true", and being comfortable with negating such statements), there are better books to learn from. Certainly if you carefully work through the proofs of all the theorems in this book and diligently try to do the exercises you can learn from this, but there are better ways. For example, Marsden, Elementary Classical Analysis, 2nd Edition, covers more material than Rudin does but is much easier to understand for someone new to analysis. Even if I were teaching an analysis course I would look at Marsden more than Rudin, because Marsden has many more worked out examples to use in lectures than Rudin does. Rudin would be especially tough to learn from for an independent learner.Rudin is a careful writer and does not lazily leave out details. But to learn from Rudin, because he is so brief and has so few worked out examples, you need to work through his proofs of theorems in detail, not just glance at them to get a general idea.

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Free PDF Too Soon We Forget

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Real Poetry for Real People"Too Soon We Forget" by octogenarian Al Wenckus, Sr. is a poetic journal of familial love, grief of lost friends, appreciation for caregivers, and awe of nature.Wenckus has a gift of telling a story through poetry that people from all walks of life will relate to. He has mastered the use of a surprise ending. His lucid sensory details transport the reader to vivid destinations, both real and surreal.Tears, chuckles, clutched breath... "Too Soon We Forget" invokes all the qualities that make us human, connecting readers through communal emotion.I am blessed to know the poet, and his genuine devotion to his family and community strongly shows in his words.

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Listening Length: 8 hours and 29 minutes

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Audible.com Release Date: October 31, 2017

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I have taught for 16 years in several local community colleges as an adjunct. Because I am paid only for my in-class hours, and not for any grading or prep time, to make ends meet I have also taught part time at several for profit 'colleges' where poor mostly non white students are over represented.I never understood why anyone would choose to pay 10x the cost for a 'class' lasting 4 weeks and covering little material instead of paying a much lower cost to take a real 16 week class at a community college. And at the community college I have real academic freedom to create the entire semester on Blackboard, adding extra materials, determining all assignments, tests, etc. At the for-profit college, there is ZERO academic freedom to create the courses! And those who do design them appear to lack the experience of being a programmer that I have (1989 - 2017)...they are merely academics pretending to know this field.Even when teaching MATH at the for profit 'colleges', with my B.S., M.A. and high school teaching credential in math,I am not allowed to create the course shell or decide the assignments, assessments or even the discussions. It is truly a waste of a degree when they ask me to teach their 'classes'. Meanwhile the school takes the students' financial aid and VA benefits DIRECTLY instead of the students receiving them and paying the school. This is truly a scam.

Prof. Cottom is one of the nation's foremost sociologists of higher education, and her first solo authored book is an incredible combination of scholarship and storytelling. Before her doctoral work, Cottom worked as an "enrollment counselor" in two for-profit higher education institutions with different sectors and clientele. With a keen eye for details and human relationships (and an extensive LiveJournal blog to help job her memory), Cottom describes her front line work enrolling students in Beauty College and Technical College, and the mythology of educational salvation that had her and her colleagues convinced that encouraging low-income, minority students to take on massive debts with their families to pursue degrees with questionable labor market value was an unquestionable social good. This front row seat to the student enrollment experience is complimented by later fieldwork from her doctoral work with a diverse set of sources: SEC filings from university holding companies, interviews with woman seeking doctoral degrees from for-profit universities, and her own exercises in enrolling in these universities. Both her stories and her more technical analyses are compelling, and her ease at moving back and forth between the two is one of the remarkable characteristics of her writing.Cottom's thesis is that the driving forces behind the rise of for-profit, financialized Lower Ed are persistent social inequality combined with a shift in risk from institutions to individuals, most prominently here a shift in responsibilities for job training from employers and government to individual students and employees. This shift is partially masked by a collective myth-making about higher education as a source of the collective good, allowing for-profit conglomerates to ride the moral coattails of elite universities: elite Ed's explanations about why they don't need to distribute their enormous endowments or get taxed justify Lower Ed's expansion and growth to serve non-traditional students. But the conditions for Lower Ed to rise required a bipartisan faith in markets as the rational mechanism for distributing educational credentials, rather than a collective responsibility to use policy to support full employment and public funding of higher education. As carefully as Cottom describes the stories of individual actors, the real intellectual accomplishment is interpreting their actions as parts of larger systems.Cottom refuses to blame the poor judgment of students or the evil hearts of college enrollment managers, but insists that we see the society that we all build and share as responsible for the social inequalities that produce Lower Ed.

Here's a topic we need to be concerned about. Why people want or need to go to college, what kind of knowledge do they seek, and what outcome are questions many students may not ask with any care. The for-profit model has different goals from the traditional non-profit, and while we may find qualities to like or dislike in either, the leap of faith undertaken by students in the for-profit motivation should worry us. Cheers to Tressie McMillan Cottom for wading into the topic and making facts available to students and their families. Give it to a friend whose son or daughter is considering one of these schools, and learn the difference so you know where your money is going.A Child's Book of Shadows

I gave away my first copy of this book more or less immediately after I finished reading it, so urgently did I think another colleague needed it. I bought a replacement, then ordered eight copies for my entire cohort of first-year experience students at Boston University, when it turned out they didn't really know about for-profit education. I've recommended it to teachers and lawyers and bankers and I recommend it to you.

This excellent book is written by a top-notch academic, sociologist Tressie McMillan Cottom, who went to the trouble to make the book interesting and engaging with lots of personal stories, including stories fro her own experience doing recruitment for two for-profit schools. Why would people pay so much more for a for-profit college whose degree is worth less in prestige? There are real answers that are partly because many of the schools are predatory but also because they meet people's real needs that are not being met by other colleges. And the whole educational system has bought into a logic that puts all the risk for advancement into or even maintenance of economic security on individuals' getting more credentials, not on employer training or experience-based career paths. I've been recommending this book to everyone I know who works in higher education, and I also recommend it to everyone else who wants a good critical understanding of what is wrong with higher education today as well as why for-profit schools are doing so well and why most consumers should try to stay away from them if they can.

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Ebook Download , by Deidre Huesmann

Ebook Download , by Deidre Huesmann

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File Size: 1501 KB

Print Length: 159 pages

Page Numbers Source ISBN: 1773398075

Simultaneous Device Usage: Unlimited

Publisher: Evernight Teen (August 22, 2018)

Publication Date: August 22, 2018

Sold by: Amazon Digital Services LLC

Language: English

ASIN: B07GSGPGHG

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Amazon Best Sellers Rank:

#41,119 Paid in Kindle Store (See Top 100 Paid in Kindle Store)

I hate writing negative reviews, because I sometimes feel maybe it was just me (I'm definitely not part of the teen audience this book was geared toward) and not the book that was the problem. But after sleeping on it, I decided I ought to at least let other possible readers know how this book came across to me.'Burning Britely' is a short book, more of a novella length. That wasn't a problem, some of my favorite reads have been short works. In fact, I really enjoyed the first half of this third person story. But, as 'Burning' progressed, I think it could have used some more description as to why events happened as they did. Jeff, the most important character, isn't a likable person through much of the book, but that was okay. Braeden, the other main character, is a very likable person, with issues at home.I don't like to retell the book in my reviews, so I'm not going to go into any details, but I felt Braeden's relationship with his mother was very unbelievable. After it occurred, I wondered to myself, 'what's going on here?'. That was probably where the book began to lose its luster for me. After that, events happened, mostly to Jeff, that I couldn't understand. As I mentioned earlier, maybe a little more description as to why would have made them more believable.Anyway, I think possible readers who are on the fence about this book, probably ought to give it a pass.

I kept seeing this pop up on my recommendations but kept passing it up and finally decided to give it a try. The storyline was strong as well as the character development. Honestly, this had better characters then a lot of some MM romance books I've read recently so I would recommend it.

Astonishing coming of age for two deeply flawed MC’s, yet relatable and endearing. Refreshing take on nerd falls for jock trope, but the substance and context of the story transcends the trope. Recommendable to burgeoning young LGBT adolescents seeking purpose and acceptance within themselves and society at large.

I love that. Love isn't black and white. Love isn't straight or gay or bi. It can be anything. It is everything.

Short read, not too much dramatic action. I offensive but not something I’ll remember more than a few days. But generally positive storyline even if the character development came way too quickly...

Interesting characters - starting as one-dimensional, stereotypical adolescent labels evolving to independent individuals examining & defining themselves authentically. Quick, entertaining read!

I really loved the character jeff and his dorkeyness. Read this in one night any chance of getting these guys together ❤again thanks for a great read

Jeffrey is such a character. Braeden was so patient. Maya is a great friend. I presume there will be sequel.

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File Size: 893 KB

Print Length: 282 pages

Simultaneous Device Usage: Unlimited

Publication Date: October 2, 2014

Sold by: Amazon Digital Services LLC

Language: English

ASIN: B00O5CFO6Y

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Amazon Best Sellers Rank:

#391,302 Paid in Kindle Store (See Top 100 Paid in Kindle Store)

As someone who is not so much into TV I think it is very important to have a good guide that explain all the nuances of characters. A show like the Game of Thrones needs a book like this to really explain the various things you may miss.The book's explanation of the main characters is spot on goes deeper than the information you can find online. This book is definitely needed by anyone who wishes to have his Game of Thrones fix in one massive source. Highly recommend! Just the shear amount of detail and random facts of one chapter of the book justifies its cost.

Just what I needed. This is definitely the ultimate guide. Each character has a dedicated page listing their full history. Very well written and easy to follow. The Game of Thrones 100 Question Trivia Game is lots of fun too. highly recommend this book to all Game of Thrones fans.

Informative and helpful in getting to know each character. Sadly it stops at season 4, but very helpful up until them.

It was free and it tells who most of the characters are. The quiz is a little lame but informative.

Worth reading and great that it was free

Best show. It's good to keep up with information about the show.

Interesting, but several errors. Editing was very poorly done. The information only goes to the fourth season and third book, since other books are available, some questions were silly.

You would love this book if you are a fan of Game of Thrones. My eighteen year old enjoyed it to the core. The trivia is fun too! I now understand all the characters in detail. A fun read!!!

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