Books like A Hundred Billion Trillion Stars — picked by fans

At some point, every child is in a situation, maybe just for a few seconds, where they are not totally sure that their parent is coming back. I can still remember the look on my kids’ faces on their first day at nursery school! That feeling is no different for the young owl siblings in this story, left alone in the dark woods when their mother flies off in search of food. 

I love the simplicity of this tale, and the language is beautiful. We often turned to it at bedtime in our house, and no matter how many times I read, “Soft and silent, she swooped through the trees to Sarah and Percy and Bill,” it never got old.

This is probably the “youngest” book on my list, but it’s one that’s very close to my heart. It is in the back of my mind every time I see a bat; I wouldn’t be the person I am today without this picture book. I grew up reading it, so it’s the only non-contemporary book on this list, but I think its story of self-discovery is an evergreen one.

It’s a love letter to bats, moms, and people who may not quite fit in. The illustrations are gorgeous and stand the test of time. It's the perfect short and sweet-rumination on the importance of being yourself, even if you’re a creepy critter.

I love this book. It brings back so many memories of growing up in the country for me. The illustrations in this book are very expressive and literally speak for themselves, no words necessary.

The day starts out pretty nice for a young bunny who is trying to get a game of kickball started.

He calls out to his neighboring animal friends to come out of their homes and play. They all step outside. There is the hedgehog, the skunk, the fox, the raccoon, and many more. All of a sudden, clouds roll in and everyone goes home except the bunny. He loves rain. This is a big book full of fun. I really enjoyed this book. For me, it's all about the illustrations. I do not like the rain. Getting caught in a rainstorm without an umbrella is no fun. But, this book reminded me of a time in… show more.

This is a great tale of a Bear named Bernard who thought there must be a better place to hibernate for the winter than a bear den. He has the perfect sleeping arrangement in mind. He wants a quiet, dry, not windy, extra room and some company, kind of place. Well, Bernard thought it would be easy, not so. He tried the frog’s lily pad and it was too wet. He sat in a bird’s nest with a bird but it was very windy, and so on. He finally meets a mouse who asks Bernard to describe the perfect sleeping arrangements. The mouse leads Bernard to the only place that would be perfect for a bear to sleep in. I love the message of this bear tale. It is about being yourself and not trying to be like everyone else. When you try to fit in, you realize that you… show more.

This book loves to pretend to be a Raymond Chandler type thriller with a hard-boiled detective, but what might be a stereotype is offset by the detective's past and his personal struggle with depression, as well as a romantic interest in his client, an attractive female mathematician who hires him to figure out why three different mathematicians she contacted about the exact same topic have all died recently.  

Pieces are gathered and put together bit by bit to form a well-balanced mystery complete with false leads and a twist at the end. What makes this novel quite unique is the place given to the actual mathematics of fractals, with enough explanation to communicate not only their fascinating nature but also several applications, much of which is even relevant to the mystery. Best of all is the accurate depiction of the passion of the mathematicians for their subject, their lifestyle, and… show more.

This may seem an odd choice, but as a maths popularizer I need to know all that I can about why some people find the main elements of the subject so difficult. I found Doug French's book exceptionally helpful in this respect, even though it is aimed principally at high school teachers. This is partly because he focuses throughout on the most important mathematical ideas and difficulties. Moreover, the scope is wider than the title suggests, for he also ventures imaginatively into both geometry and calculus.

Many undergraduate mathematics books – even those aimed at new students – are dense, technical, and difficult to read at any sort of speed. This is a natural feature of books in a deductive science, but it can be very discouraging, even for dedicated students. Houston’s book covers many ideas useful at the transition to proof-based mathematics, and he has worked extensively and attentively with students at that stage. Consequently, his book maintains high mathematical integrity and has lots of useful exercises while also being an unusually friendly read.

I’ve read a whole bunch of books on the history of mathematics, but this is by far my favorite.

Singh uses the most famous problem in mathematics, called “Fermat’s Last Theorem” to give us a kaleidoscopic account of the subject, starting with the Greek greats like Pythagoras and Plato, and taking us all the way to Andrew Wiles, the contemporary mathematician who finally solved Fermat’s theorem after a few centuries’ worth of attempts.

The book truly gets to the heart of what drives mathematicians. It also is so full of delicious anecdotes and thoroughly engaging math puzzles that I simply couldn’t put it down. I especially love the fact that Singh shows how so much of mathematics came from non-European civilizations, a fact we often forget.

I love this book because it illustrates how a deep understanding of one subject area (mathematics) can help develop a deeper understanding of another (biology). This is a common theme in my teaching. I love how the author links the two fields of mathematics and biology in a way that is accessible to people in both fields.

This book will extend the knowledge of anyone working in the interdisciplinary area of mathematical biology and encourage the reader to see the value of viewing the world through interdisciplinary eyes. 

The Univalent Foundations program in foundations of mathematics launched by Voevodsky and others in the past decade and a half has contributed to a promising new paradigm unifying computation, mathematics, logic, and proof theory.

Understanding the core elements of this research program, Homotopy Type Theory, is essential for contemporary philosophers who want to engage directly with current developments in mathematics and computer science.

Corfield is a well-established name in philosophy of mathematics, and this book is the best introduction to Homotopy Type Theory for philosophers.

Working within themes and problematics that will be familiar to philosophers with a basic background in logic, Corfield covers the elementary constructions of homotopy types from a logical point of view and provides plenty of provocative suggestions for how these formal tools might reinvigorate philosophical research today.