Research in mathematics is much more than solving puzzles, but most people will agree that solving puzzles is not just fun: it helps focus the mind and increases one's armory of techniques for doing mathematics.
This volume considers the exchange between the Neo-Kantian tradition in German philosophy and the sciences from the last third of the nineteenth century to the Great war and partly beyond.
Research in mathematics is much more than solving puzzles, but most people will agree that solving puzzles is not just fun: it helps focus the mind and increases one's armory of techniques for doing mathematics.
In 1931, the young Kurt Godel published his First Incompleteness Theorem, which tells us that, for any sufficiently rich theory of arithmetic, there are some arithmetical truths the theory cannot prove.
This volume brings together philosophers and physicists to explore the parallels between Quantum Bayesianism, or QBism, and the phenomenological tradition.
Mathematicians Playing Games explores a wide variety of popular mathematical games, including their historical beginnings and the mathematical theories that underpin them.
Mathematicians Playing Games explores a wide variety of popular mathematical games, including their historical beginnings and the mathematical theories that underpin them.
Miracles, Mystics, Mathematicians: Searching for Deep Reality focuses on the lives and writings of some of history's most influential mathematicians and the impact that their mystical beliefs had on their lives and on their mathematical work.
Miracles, Mystics, Mathematicians: Searching for Deep Reality focuses on the lives and writings of some of history's most influential mathematicians and the impact that their mystical beliefs had on their lives and on their mathematical work.
This Variorum volume reprints ten papers on contextual elements of the so-called ancient sciences in Islamicate societies between the thirteenth and the seventeenth centuries.
This Variorum volume reprints ten papers on contextual elements of the so-called ancient sciences in Islamicate societies between the thirteenth and the seventeenth centuries.
This textbook connects three vibrant areas at the interface between economics and computer science: algorithmic game theory, computational social choice, and fair division.
'WHAT TO READ IN 2025' FINANCIAL TIMESMany artists are unaware of the mathematics that bubble beneath their craft, while some consciously use it for inspiration.
Ed Freeman's influential ideas on stakeholder theory, business ethics, humanities, and capitalism became foundational in the management field and turned around the mainstream thinking about business.
Ed Freeman's influential ideas on stakeholder theory, business ethics, humanities, and capitalism became foundational in the management field and turned around the mainstream thinking about business.
This is the first comprehensive textbook on higher-order logic that is written specifically to introduce the subject matter to graduate students in philosophy.
This is the first comprehensive textbook on higher-order logic that is written specifically to introduce the subject matter to graduate students in philosophy.
This book provides the first English translation of the Greek text of the Spherics of Theodosios (2nd-1st century BCE), a canonical mathematical and astronomical text used from as early as the 2nd century CE until the early modern period.
This book provides the first English translation of the Greek text of the Spherics of Theodosios (2nd-1st century BCE), a canonical mathematical and astronomical text used from as early as the 2nd century CE until the early modern period.
From the mysterious cult of Pythagoras to the awesome mechanics of Stonehenge to the gargoyles and fractals on todays computers, mathematics has always been a powerful, even divine force in the world.
Unter den Philosophen war Cassirer einer der ersten, der die philosophischen Probleme erkannte und aufgenommen hat, die durch Fortschritte der modernen Physik aufgeworfen wurden.
Es fundamental que directivos, docentes, estudiantes y sus familias cuenten con los medios para comprender la estructura y el alcance de las Pruebas Saber, de tal manera que les sea posible orientar, intencional y pertinentemente, los currículos escolares y avanzar en el mejoramiento sistemático de los resultados obtenidos por los estudiantes.
