100 books like A Calculus of Suffering

Every book by Annemarie Mol is good but The Logic of Care is simply the best book on what medicine should be. It is short, deceptively simple but leaves no hiding places. Everyone will be able to understand it in the same way from a teenager up through a Professor of Medicine to a Minister for Health but don’t expect any Ministers to admit to reading it any time soon. Mol outlines a relationship-based rather than technology-based medicine. How do we ensure medical techniques help us to live the lives we want to live rather than force us to live lives that suit the companies that make the technologies want us to live? How do we care for people rather than service them?

Medicine loves stories about heroic men who made breakthroughs that have saved lives and given us the life expectancies we have today. It has never celebrated women and yet it was a woman, Josephine Baker, who in two decades starting in 1908, by focusing on antenatal and postnatal care, laid a basis for saving lives that has given us the life expectancies we have today. She did so against fierce opposition from doctors who argued that creating conditions that make infants and children healthy would be bad for medical business. Now that life expectancies are falling, and were falling before Covid, we desperately need to recover Baker and her insights. Her book written in 1939 gives clear hints of how unimpressed she would likely be with today’s medical business.

Modern medicine has dramatically extended life expectancies. But as our life spans extend, our fear of death grows. As our hope of living a long life and seeing our children survive grew, we became more rather than less anxious about losing out. We might have expected the opposite. Aries vividly illustrates how people viewed death as a part of life before the nineteenth century and how they reconciled themselves to it. He picks out 1886 as the point where Tolstoy in The Death of Ivan Illych recognized that medical advances were creating anxiety rather than hope. This book may make you less fearful of death. It will ask you whether you can now achieve serenity half as well as those before us did and whether medicine is bad for our sanity? 

AIDS was the pandemic before Covid. Unlike Covid, it mobilized people to take the science and efforts to find a cure into their own hands – especially people on the fringes of society. Nothing like this had ever happened before. It appeared to mark a watershed where medicine would become a servant of the people rather than people being enslaved to its commercial priorities. Sadly this is not how things worked out. The discovery of Triple Therapy was a high point of modern medicine but we have gone downhill since then with few if any drugs saving lives the way Triple Therapy did. Impure Science shows you vividly what we are up against.

The development of anesthesia was met with confusion, dismissal, and even derision. While today we are accustomed to the idea of the patient being asleep, at the time it was seen as similar to operating on a dead body. Without the indications of pain or relief, how was the surgeon to feel what he was doing? And in its earliest days, some forms of anesthesia could be dangerous, the patient dying if the dosage wasn’t correct or they had an adverse reaction. But for the patient, and for surgeons who needed more time for an operation, anesthesia was an unequivocal blessing that took away pain and made life-saving procedures possible.

That Steven Strogatz, Cornell Professor and longtime New York Times columnist, is unsurpassed as an expositor of mathematics, goes without saying. No one can make the abstract and technical appear simple and intuitive like Strogatz. In Infinite Powers he takes on the Calculus -- the central pillar of modern mathematics that is also the bane of many a high-school student. It is an immensely powerful field, and at its core is a concept that is both counter-intuitive and paradoxical: the infinite.

The roots of the calculus, we learn, go back to the ancient Greeks, whose notions of the infinite were put to powerful mathematical use by Archimedes. Strogatz continues with Galielo’s dynamics and Kepler’s laws of planetary motion, before reaching the turning point: The discovery of the Calculus by Newton and Leibniz. This leads straight to a discussion of differential equations, which are responsible for so much of what makes… show more.

This is a sequel to Alex Bellos's bestseller Alex's Adventures in Numberland, but more focused on applications of mathematics to the real world, especially through physics. Many of these were known to me, particularly when they involved calculus, but I greatly enjoyed Alex's distinctive and novel way of putting across sophisticated ideas, in part by interspersing them with personal interviews with mathematicians of all kinds.  

This book has haunted me for years. For what is it, exactly, that gives it such enduring popularity? After all, it was first published in 1936, yet is still in print today. In his autobiography, Hogben remarks on the importance of eye-catching illustrations but speculates that its success may instead be because the book contains – most unusually for a 'popular' work – exercises and answers, making it more suitable for self-teaching. Whatever the real answer, his book must surely have something to teach anyone – like myself – who aspires to bring mainstream mathematics to life for the general public.

This book is a short introduction to undergraduate-level Game Theory, with a special focus on basic games of complete information and contracts.

It avoids jargon, notation, or formal definitions but emphasizes economic intuition and offers many examples in each chapter. Some chapters require a good math background, making the book a good fit for students who already took at least one course in algebra and calculus.

This is a widely used book in introduction to microeconomics courses in colleges around the world, from the Nobel Prize winner Paul Krugman.

The book assumes no algebra or calculus, other than elementary arithmetic, thus being appropriate for students from different backgrounds.

Each chapter is well motivated with real-life problems and data, followed by a basic, intuitive, explanation of how microeconomics helps us model and understand the tradeoff that individuals or firms face in that setting.

Highly recommended for students with little math background.