Here are 100 books that The Mathematics of Life fans have personally recommended if you like
The Mathematics of Life.
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I have lived a life filled with diverse life experiences and have encountered people in very different professions who could think effectively and deeply understand topics unrelated to their profession. My life changed for the better when I finally started to develop a deep understanding of math, which empowered me to believe that I could develop a deep understanding of things I encountered. However, this change did not occur in me until my late twenties. My current passion is to empower people to think more effectively early in their lives.
I love how it provides a wonderful historical perspective on how striving for a deeper understanding of a relatively simple concept (the ratio of the circumference of a circle to its diameter) led to advances in mathematics. I particularly enjoy the ride the author takes us on through the generations of great mathematicians and their contributions to the history of π.
I strongly echo the book's closing paragraphs, emphasizing the importance of free and effective societal thinking. “Destroy it! Is what the Soviet censor screams when he sees a copy of Orwell’s 1984.” (see the next book on my list.)
The history of pi, says the author, though a small part of the history of mathematics, is nevertheless a mirror of the history of man. Petr Beckmann holds up this mirror, giving the background of the times when pi made progress -- and also when it did not, because science was being stifled by militarism or religious fanaticism.
A moving story of love, betrayal, and the enduring power of hope in the face of darkness.
German pianist Hedda Schlagel's world collapsed when her fiancé, Fritz, vanished after being sent to an enemy alien camp in the United States during the Great War. Fifteen years later, in 1932, Hedda…
I have always loved stories, and I love the clash of ideas – political and philosophical, religious and atheistic. And if you can put them together in a novel, so much the better. But I insist that it has to be a real story, with real characters, not ciphers. They must be inconsistent, their ideas half-formed and subject to change. And they must be allowed to put their point of view with their own voice, so I’m never entirely sure what the author thinks. The characters have to be people I can care about, people I can love or hate, people whose fate can cause me anxiety, sorrow, or joy.
I first read Orwell’s dystopian nightmare as a teenager and have gone back to it several times since.
Apparently, it is such a brilliant description of life under totalitarianism that, during the communist era, some Eastern Europeans refused to believe that an inhabitant of a democratic country could have written such a book.
Even today, I find the book very relevant, as Orwell develops themes of truth, propaganda, doublethink, and the misuse of language that you can find in Homage to Catalonia, written a decade earlier. And the ubiquitous and intrusive telescreen has a parallel in our age of surveillance capitalism and the way the Chinese authorities are using information technology to cement their rule.
62
authors picked
1984
as one of their favorite books, and they share
why you should read it.
This book is for kids age
9,
10,
11, and
12.
What is this book about?
BIG BROTHER IS WATCHING YOU . . .
1984 is the year in which it happens. The world is divided into three superstates. In Oceania, the Party's power is absolute. Every action, word, gesture and thought is monitored under the watchful eye of Big Brother and the Thought Police. In the Ministry of Truth, the Party's department for propaganda, Winston Smith's job is to edit the past. Over time, the impulse to escape the machine and live independently takes hold of him and he embarks on a secret and forbidden love affair. As he writes the words 'DOWN WITH BIG…
I have lived a life filled with diverse life experiences and have encountered people in very different professions who could think effectively and deeply understand topics unrelated to their profession. My life changed for the better when I finally started to develop a deep understanding of math, which empowered me to believe that I could develop a deep understanding of things I encountered. However, this change did not occur in me until my late twenties. My current passion is to empower people to think more effectively early in their lives.
I love this book because the ideas shared helped transform how I teach my mathematics courses. It helped me see that mathematics is the perfect vehicle to illustrate, reinforce, and learn to become a more effective thinker in all aspects of life.
It is a quick read and is timelier than ever, as I believe the ability to think effectively is often not emphasized today.
The 5 Elements of Effective Thinking presents practical, lively, and inspiring ways for you to become more successful through better thinking. The idea is simple: You can learn how to think far better by adopting specific strategies. Brilliant people aren't a special breed--they just use their minds differently. By using the straightforward and thought-provoking techniques in The 5 Elements of Effective Thinking, you will regularly find imaginative solutions to difficult challenges, and you will discover new ways of looking at your world and yourself--revealing previously hidden opportunities. The book offers real-life stories, explicit action items, and concrete methods that allow…
"She plunged her blade into his chest, feeling it grind along his ribs..."
Outcast swordfighter, Kyer Halidan, was abandoned in a cornfield at age three. Now, twenty years on, she’s searching for answers: Who left her there? And why?
Kyer doesn’t suffer fools, and when she kills a man in…
I have lived a life filled with diverse life experiences and have encountered people in very different professions who could think effectively and deeply understand topics unrelated to their profession. My life changed for the better when I finally started to develop a deep understanding of math, which empowered me to believe that I could develop a deep understanding of things I encountered. However, this change did not occur in me until my late twenties. My current passion is to empower people to think more effectively early in their lives.
I love this book as it illustrates the importance of developing a great love, appreciation, and understanding of what you study to make significant advances in your field.
Lockwood's passion and beauty for what he studies (grasshoppers) is delightfully shared. If this same passion and beauty for learning were shared by those who help others learn, our world would greatly benefit.
Grasshopper Dreaming is a collection of first-person musings about the ethical and philosophical implications of the author's work as an entomologist who specializes in grasshoppers and pest control. Lockwood deftly explores the moral implications of his work and speculates on about the actual relationship between "pests" and humanity if we consider all living creatures to have value in and of themselves, regardless of their usefulness or inconvenience for us. The author, self-described as "a hired assassin for agriculture," offers readers a rich account of the sometimes painful, often odd, occasionally funny, and invariably complex realizations that come out of balancing…
I became enthused about using mathematical models to understand the natural world as an undergraduate, got trained to do so, and spent my career working on a wide variety of applications. Most recently, I translated ideas from disease modeling to understand cyber variability and security.
To maximize success when applying mathematics to the natural or (for cyber) operational world, one needs to master the appropriate mathematical tools and have a deep knowledge of the subject matter. My recommendations are three really great books that will help you gain proficiency in the needed mathematical tools and how to apply them, and two equally great books on cyber systems.
This is a classic! I have had (and worn through copies) since 1969.
There is no explicit mention of disease in Maynard Smith’s book, but the two chapters on population regulation will give you all the tools you need to start applying ideas from disease biology.
As with the Feynman lectures, there is mathematics in this book – but it begins with arithmetic. I recommend it for much the same reason that I recommend Feynman because it will show you how mathematical reasoning can illuminate biology and was written by one the great mathematical biologists of the 20th century.
The book is written for biologists and has the same quality as Feynman’s lectures of having plenty of words that bring the mathematics to life.
This is a lucid introduction to some of the mathematical ideas which are useful to biologists. Professor Maynard Smith introduces the reader to the ways in which biological problems can be expressed mathematically, and shows how the mathematical equations which arise in biological work can be solved. Each chapter has a number of examples which present further points of biological and mathematical interest. interest. Professor Maynard Smith's book is written for all biologists, from undergraduate level upwards, who need mathematical tools. Only an elementary knowledge of mathematics is assumed. Since there are already a number of books dealing with statistics…
I experienced being a parent as a return to my own childhood. As much as I enjoyed teaching my children, I loved learning from them as well. That got me thinking about how one might recapture the joys and insights of childhood. As a philosopher interested in education, I have long wondered whether we leave childhood behind or somehow carry it with us into old age. I discovered that several important philosophers, such as Aristotle, Augustine, and Rousseau have keen insights about the relation of childhood to adulthood. And the biblical Jesus seems to have been the first person to suggest that adults can learn from children.
What if children are not little adults but a different species? Perhaps children are butterflies who develop into caterpillars? Child psychologist Allision Gopnik asks wonderful questions about human development. She notes that most of us produce our best art and ask our deepest questions (“Why is the sky blue?”) as small children.
Childhood, she says, is our time of basic research; adulthood is the time for practical applications. Like Jean-Jacques Rousseau, she celebrates the unique gifts of childhood, but she does not offer suggestions about how we might recapture those gifts.
In the last decade there has been a revolution in our understanding of the minds of infants and young children. We used to believe that babies were irrational, and that their thinking and experience were limited. Now Alison Gopnik ― a leading psychologist and philosopher, as well as a mother ― explains the cutting-edge scientific and psychological research that has revealed that babies learn more, create more, care more, and experience more than we could ever have imagined. And there is good reason to believe that babies are actually smarter, more thoughtful, and more conscious than adults. In a lively…
When a mysterious stranger traps teen siblings in a precarious game, each must overcome their embittered past for the other to survive.
This magical realism YA novel explores the power of family and forgiveness. But take heed. The truth can cut like shards of glass, especially for those who’d rather…
Philosophy’s core questions have always obsessed me: What is real? What makes life worth living? Can knowledge be made secure? In graduate school at the University of Virginia I was drawn to mathematically formalized approaches to such questions, especially those of C. S. Peirce and Alain Badiou. More recently, alongside colleagues at Endicott College’s Center for Diagrammatic and Computational Philosophy and GCAS College Dublin I have explored applications of diagrammatic logic, category theory, game theory, and homotopy type theory to such problems as abductive inference and artificial intelligence. Philosophers committed to the perennial questions have much to gain today from studying the new methods and results of contemporary mathematics.
Zalamea’s book is the perfect introduction and survey if you want to understand how developments in contemporary mathematics are relevant to current philosophy.
Zalamea’s own approach follows closely in the steps of Peirce, Lautman, and Grothendieck, merging pragmatism, dialectics, and sheaf theory, but he also engages the work of dozens of other key mathematicians and philosophers coming from different points of view, sometimes cursorily, always tantalizingly.
No philosopher can read this book without a quickened heartbeat and eager plans to clear shelf space for some of the many volumes of mathematics and philosophy of mathematics canvassed here by Zalamea.
A panoramic survey of the vast spectrum of modern and contemporary mathematics and the new philosophical possibilities they suggest.
A panoramic survey of the vast spectrum of modern and contemporary mathematics and the new philosophical possibilities they suggest, this book gives the inquisitive non-specialist an insight into the conceptual transformations and intellectual orientations of modern and contemporary mathematics.
The predominant analytic approach, with its focus on the formal, the elementary and the foundational, has effectively divorced philosophy from the real practice of mathematics and the profound conceptual shifts in the discipline over the last century. The first part discusses the…
As a full professor of mathematics for over 30 years, I have been engaged in research and teaching. Research can be difficult to describe to non-experts, but some important advances in mathematics can be explained to an interested public without the need for specialist knowledge, as I have done.
This unique book presents stories about mathematics, such as The Young Archimedes by Aldous Huxley and Peter Learns Arithmetic by H. G. Wells. It and its sequel are a mine of fascinating short stories.
It's well worth keeping and rereading. I found both it and its sequel fun to read.
Clifton Fadiman's classic collection of mathematical stories, essays and anecdotes is now once again available. Ranging from the poignant to the comical via the simply surreal, these selections include writing by Aldous Huxley, Martin Gardner, H.G. Wells, George Gamow, G.H. Hardy, Robert Heinlein, Arthur C. Clarke, and many others. Humorous, mysterious, and always entertaining, this collection is sure to bring a smile to the faces of mathematicians and non-mathematicians alike.
Having a master's degree in chemical engineering, I wasn't destined to work in the area of quantitative finance… the reason why I professionally moved to this discipline aren't worth exposing, but as a matter of fact, I've been quickly fascinated by this science, and encountered some of my favorites, such as maths and statistics, as used in the traditional activity of an engineer. And I had many opportunities of combining the knowledge and practice of financial markets with pragmatism, typically of the engineer’s education, i.e. oriented toward problem solving. In addition, I've always loved teaching, and writing books on financial markets & instruments, hence the importance I'm giving to pedagogy in professional books.
Having read or browsed many books dedicated to the mathematics of options and other derivative instruments, I unquestionably consider Neftci’s book as by far the best choice.
Starting with the fundamentals, it goes much further than a simple “introduction”, and typically fits with the needs of a “quant” specializing in options, with a good balance between pure theoretical, mathematical developments (such as Partial Differential Equations, Girsanov theorem, Markov processes, etc) and practical applications on option pricing.
An Introduction to the Mathematics of Financial Derivatives, Second Edition, introduces the mathematics underlying the pricing of derivatives.
The increased interest in dynamic pricing models stems from their applicability to practical situations: with the freeing of exchange, interest rates, and capital controls, the market for derivative products has matured and pricing models have become more accurate. This updated edition has six new chapters and chapter-concluding exercises, plus one thoroughly expanded chapter. The text answers the need for a resource targeting professionals, Ph.D. students, and advanced MBA students who are specifically interested in financial derivatives.
In Renaissance Venice, the deadliest weapon isn’t a blade… it’s a secret.
Angelo Mascari is a master swordsman whose greatest battle isn’t fought for crown or country, but for love. When treachery strikes and the Republic turns against him, Angelo is forced into a desperate flight that leads him across…
Philosophy’s core questions have always obsessed me: What is real? What makes life worth living? Can knowledge be made secure? In graduate school at the University of Virginia I was drawn to mathematically formalized approaches to such questions, especially those of C. S. Peirce and Alain Badiou. More recently, alongside colleagues at Endicott College’s Center for Diagrammatic and Computational Philosophy and GCAS College Dublin I have explored applications of diagrammatic logic, category theory, game theory, and homotopy type theory to such problems as abductive inference and artificial intelligence. Philosophers committed to the perennial questions have much to gain today from studying the new methods and results of contemporary mathematics.
From a strictly philosophical perspective, the emergence of category theory as a unifying paradigm rivaling set theory is probably the most important development in mathematics in the last half-century.
But for philosophers without a lot of mathematical background, learning even its rudiments can be daunting. Among many introductory texts (Lawvere and Schanuel, Awodey, Riehl, Spivak), Cheng’s book stands out as perhaps the friendliest and most accessible.
She does not forego rigor, but she isn’t afraid to put aside precise formalism when necessary for intuition and clearer understanding. Her book takes the reader from mathematical beginnings through category theory’s core constructions to glimpses of higher-order categories (one of Cheng’s areas of expertise).
A mathematically novice philosopher who wants to understand the basics of category theory couldn’t do better.
Mathematician and popular science author Eugenia Cheng is on a mission to show you that mathematics can be flexible, creative, and visual. This joyful journey through the world of abstract mathematics into category theory will demystify mathematical thought processes and help you develop your own thinking, with no formal mathematical background needed. The book brings abstract mathematical ideas down to earth using examples of social justice, current events, and everyday life - from privilege to COVID-19 to driving routes. The journey begins with the ideas and workings of abstract mathematics, after which you will gently climb toward more technical material,…
