Following Quine, some philosophers argue that insofar as we accept our best scientific theories as true, we are committed to the existence of the things these t

If we must take mathematical statements to be true, must we also believe in the existence of abstracta eternal invisible mathematical objects accessible only by

Crossing the boundaries between 'continental' and 'analytic' philosophical approaches, this book proposes a naturalistic revision of the mathematical ontology o

Mathematical platonism is the view that mathematical statements are true of real mathematical objects like numbers, shapes, and sets. One central problem with p

What if "liberal democracy" were a contradiction in terms? This book distinguishes liberalism (a logic of order) from democracy (a principle of disordering) to