Mathematics -- Philosophy
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Mathematics -- Philosophy
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- 18 Unconventional essays on the nature of mathematics
- A brief history of mathematical thought
- A concise history of mathematics for philosophers
- A fuller explanation: synergetic geometry of Buckminster Fuller
- A mathematical prelude to the philosophy of mathematics
- A mathematician's apology
- A philosophical essay on probabilities
- A structural account of mathematics
- A structural account of mathematics
- A subject with no object : strategies for nominalistic interpretation of mathematics
- A subject with no object : strategies for nominalistic interpretation of mathematics
- A subject with no object : strategies for nominalistic interpretation of mathematics
- A systemic perspective on cognition and mathematics
- Activity and sign : grounding mathematics education
- An Aristotelian realist philosophy of mathematics : mathematics as the science of quantity and structure
- An introduction to the philosophy of mathematics
- Analyse et dynamique : études sur l'oeuvre de d'Alembert
- Applying mathematics : immersion, inference, interpretation
- Are science and mathematics socially constructed? : a mathematician encounters postmodern interpretations of science
- Autonomy Platonism and the indispensability argument
- Benacerraf and his critics
- Berkeley's philosophy of mathematics
- Between logic and intuition : essays in honor of Charles Parsons
- Between logic and intuition : essays in honor of Charles Parsons
- Change and invariance : : a textbook on algebraic insight into numbers and shapes
- Collected papers on mathematics, logic, and philosophy [of] Gottlob Frege
- Complementarity in mathematics: a first introduction to the foundations of mathematics and its history
- Computability : Turing, Gödel, Church, and beyond
- Computability : Turing, Gödel, Church, and beyond
- Computability in context : computation and logic in the real world
- Constructibility and mathematical existence
- Constructibility and mathematical existence
- Converging realities : toward a common philosophy of physics and mathematics
- Dear Russell - dear Jourdain: a commentary on Russell's logic, based on his correspondence with Philip Jourdain
- Dear Russell - dear Jourdain: a commentary on Russell's logic, based on his correspondence with Philip Jourdain
- Deflating existential consequence : a case for nominalism
- Descartes' dream: the world according to mathematics
- Descartes's mathematical thought
- Descartes-agonistes : physico-mathematics, method & corpuscular-mechanism, 1618-33
- Digital cast of being : metaphysics, mathematics, cartesianism, cybernetics, capitalism, communication
- Distilling ideas : an introduction to mathematical thinking
- Early writings in the philosophy of logic and mathematics
- Epistemology versus ontology : essays on the philosophy and foundations of mathematics in honour of Per Martin-Löf
- Essays in the philosophy and history of logic and mathematics
- Essays on Frege's Basic laws of arithmetic
- Essays on Gödel's reception of Leibniz, Husserl, and Brouwer
- Essays on Husserl's logic and philosophy of mathematics
- Essays on the foundations of mathematics by Moritz Pasch
- Explanation and proof in mathematics : philosophical and educational perspectives
- Explanation and proof in mathematics : philosophical and educational perspectives
- Explanation in ethics and mathematics : debunking and dispensability
- Formalism and beyond : on the nature of mathematical discourse
- Foundational theories of classical and constructive mathematics
- Foundations of logic, 1903-05
- Foundations of set theory
- Foundations: essays in philosophy, logic, mathematics and economics
- Frege : making sense
- Frege : philosophy of mathematics
- Frege and the philosophy of mathematics
- From Kant to Hilbert : a source book in the foundations of mathematics
- From Kant to Hilbert : a source book in the foundations of mathematics, Volume 1
- From Kant to Hilbert : a source book in the foundations of mathematics, Volume 2
- From logic to practice : Italian studies in the philosophy of mathematics
- From mathematics to philosophy
- God over all : divine aseity and the challenge of Platonism
- Hilbert's program: an essay on mathematical instrumentalism
- Hilbert's programs and beyond
- How humans learn to think mathematically : exploring the three worlds of mathematics
- How mathematicians think : using ambiguity, contradiction, and paradox to create mathematics
- How we understand mathematics : conceptual integration in the language of mathematical description
- Humanizing mathematics and its philosophy : essays celebrating the 90th birthday of Reuben Hersh
- Induction, algorithmic learning theory, and philosophy
- Infinity : new research frontiers
- Innovation and certainty
- Interpreting Gödel : critical essays
- Introducing philosophy of mathematics
- Introduction to logic and to the methodology of the deductive sciences
- Introduction to mathematical philosophy
- Introduction to the philosophy of mathematics
- Intuition in science and mathematics : an educational approach
- Isaaci Barrow, mathematicæ professoris lucasiani, lectiones habitæ in scholis publicis Academiæ Cantabrigiensis : An. dom. MDCLXV
- Issaci Barrow, lectiones mathematicæ XXIII, in quibus principia matheseôs generalia exponuntur : habitæ Cantabrigiæ A.D. 1664, 1665, 1666, accesserunt ejusdem lectiones IV, in quibus theoremata & problemata Archimedis De sphærâ & cylindro, methodo analyticâ eruuntur
- Kant's philosophy of mathematics, Volume 1, The critical philosophy and its roots
- Knowledge and social imagery
- Knowledge and social imagery
- Kurt Gödel and the foundations of mathematics : horizons of truth
- Kurt Gödel and the foundations of mathematics : horizons of truth
- La langue des calculs
- Lakatos : an introduction
- Lakatos : an introduction
- Le système de Leibniz et ses modèles mathématiques: étoiles, schémas, points
- Lectiones habitæ in scholis publicis Academiæ Cantabrigiensis, An. Dom. M.DC.LXIV
- Logic and foundations of mathematics in Frege's philosophy
- Logic and philosophy of mathematics in the early Husserl
- Logic for physicists
- Logic without borders
- Logic, language, and mathematics : themes from the philosophy of Crispin Wright
- Logic, mathematics, philosophy, vintage enthusiasms : essays in honour of John L. Bell
- Logical studies of paraconsistent reasoning in science and mathematics
- Logical thinking in the pyramidal schema of concepts
- Logicism and its philosophical legacy
- Logicism and the philosophy of language : selections from Frege and Russell
- Logique arithmetique : l'arithmetisation de la logique
- Math worlds: philosophical and social studies of mathematics and mathematics education
- Mathematical concepts
- Mathematical intuitionism
- Mathematical knowledge
- Mathematical knowledge
- Mathematical objects and mathematical knowledge
- Mathematical structuralism
- Mathematical thought and its objects
- Mathematicians and their gods : interactions between mathematics and religious beliefs
- Mathematicians and their gods : interactions between mathematics and religious beliefs
- Mathematics and its applications : a transcendental-idealist perspective
- Mathematics and necessity : essays in the history of philosophy
- Mathematics and reality
- Mathematics and the body : material entanglements in the classroom
- Mathematics and the image of reason
- Mathematics and the image of reason
- Mathematics and the natural sciences : the physical singularity of life
- Mathematics and the roots of postmodern thought
- Mathematics as a science of patterns
- Mathematics as a science of patterns
- Mathematics as a science of patterns
- Mathematics as a tool : tracing new roles of mathematics in the sciences
- Mathematics, computer science and logic : a never ending story
- Mathematics, matter and method : philosophical papers, Volume 1
- Mathematics, models, and modality : selected philosophical essays
- Mathematics, science and epistemology
- Mathematics, substance and surmise : views on the meaning and ontology of mathematics
- Metamathematics and the philosophical tradition
- Metaphysical myths, mathematical practice : the ontology and epistemology of the exact sciences
- Metaphysical myths, mathematical practice : the ontology and epistemology of the exact sciences
- Metaphysics, mathematics, and meaning
- Metaphysics, mathematics, and meaning
- Metaphysics, mathematics, and meaning : philosophical papers I
- Mind and nature : selected writings on philosophy, mathematics, and physics
- Mind tools : the five levels of mathematical reality
- Morality and mathematics
- More precisely : the math you need to do philosophy
- Naturalism in mathematics
- Naturalism in mathematics
- Naturalism in mathematics
- Necessity and language
- New directions in the philosophy of mathematics : an anthology
- New essays on Tarski and philosophy
- New waves in philosophy of mathematics
- New waves in philosophy of mathematics
- Nová infinitní matematika, II, Nová teorie množin a polomnožin
- Nová infinitní matematika, IV, Staronový diferenciální pocet
- Objectivity, realism, and proof : filMat studies in the philosophy of mathematics
- One hundred years of intuitionism (1907-2007) : the Cerisy conference
- Perspectives on mathematical practices : bringing together philosophy of mathematics, sociology of mathematics, and mathematics education
- Phenomenology and mathematics
- Phenomenology, logic, and the philosophy of mathematics
- Philosophical explorations of the legacy of AlanTuring : Turing 100
- Philosophie der Mathematik
- Philosophies of mathematics
- Philosophische Grammatik
- Philosophy and model theory
- Philosophy of Whitehead
- Philosophy of mathematics
- Philosophy of mathematics
- Philosophy of mathematics : a contemporary introduction to the world of proofs and pictures
- Philosophy of mathematics : an anthology
- Philosophy of mathematics : an introduction to the world of proofs and pictures
- Philosophy of mathematics : selected readings
- Philosophy of mathematics : selected writings
- Philosophy of mathematics : set theory, measuring theories, and nominalism
- Philosophy of mathematics : structure and ontology
- Philosophy of mathematics : structure and ontology
- Philosophy of mathematics : structure and ontology
- Philosophy of mathematics in the twentieth century : selected essays
- Philosophy of mathematics: an introductory essay
- Philosophy's Loss of Logic to Mathematics : An Inadequately Understood Take-Over
- Plato's ghost : the modernist transformation of mathematics
- Plato's philosophy of mathematics
- Platonism and anti-Platonism in mathematics
- Principia mathematica to *56
- Principles of mathematics : a primer
- Proof and knowledge in mathematics
- Proof and other dilemmas : mathematics and philosophy
- Proofs and refutations : the logic of mathematical discovery
- Proofs and refutations : the logic of mathematical discovery
- Proofs and refutations: the logic of mathematical discovery
- Pyolemy's philosopphy : mathematics as a way of life
- Quantum philosophy : understanding and interpreting contemporary science
- Quantum philosophy : understanding and interpreting contemporary science
- Rationis Defensor : essays in honour of Colin Cheyne
- Realism in mathematics
- Realism in mathematics
- Realism in mathematics
- Realism, mathematics and modality
- Reason's nearest kin : philosophies of arithmetic from Kant to Carnap
- Reconstructing reality : models, mathematics, and simulations
- Representation and productive ambiguity in mathematics and the sciences
- Representation and reality
- Revolutions in mathematics
- Rigor and structure
- Risk and meaning : adversaries in art, science and philosophy
- Science without numbers: a defence of nominalism
- Second philosophy : a naturalistic method
- Set theory, arithmetic, and foundations of mathematics : theorems, philosophies
- Set theory, arithmetic, and foundations of mathematics : theorems, philosophies
- Shadows of syntax : revitalizing logical and mathematical conventionalism
- Speaking against number : Heidegger, language and the politics of calculation
- Strict finitism and the logic of mathematical applications
- Structures and Algorithms : Mathematics and the Nature of Knowledge
- The Arché papers on the mathematics of abstraction
- The Frege reader
- The Hutchinson pocket dictionary of maths
- The Hyperuniverse Project and Maximality
- The Oxford handbook of philosophy of mathematics and logic
- The Oxford handbook of philosophy of mathematics and logic
- The Principles of Mathematics Revisited
- The applicability of mathematics as a philosophical problem
- The argument of mathematics
- The autonomy of mathematical knowledge : Hilbert's program revisited
- The common sense of the exact sciences
- The conceptual roots of mathematics : an essay on the philosophy of mathematics
- The conceptual roots of mathematics : an essay on the philosophy of mathematics
- The construction of logical space
- The continuous and the discrete : ancient physical theories from a contemporary perspective
- The continuous and the discrete: ancient physical theories from a contemporary perspective
- The dialectic relation between physics and mathematics in the XIXth century
- The evolution of Principia Mathematica : Bertrand Russell's manuscripts and notes for the second edition
- The indispensability of mathematics
- The indispensability of mathematics
- The indispensability of mathematics
- The limits of abstraction
- The math gene : how mathematical thinking evolved and why numbers are like gossip
- The mathematical experience
- The mathematical experience
- The metaphysics and mathematics of arbitrary objects
- The nature of mathematical knowledge
- The nature of mathematical knowledge
- The origin of the logic of symbolic mathematics : Edmund Husserl and Jacob Klein
- The other Plato : the Tübingen interpretation of Plato's inner-academic teachings
- The outer limits of reason : what science, mathematics, and logic cannot tell us
- The phenomenological critique of mathematisation and the question of responsibility : formalisation and the life-world
- The philosophy of mathematics
- The philosophy of mathematics
- The philosophy of mathematics and logic in the 1920s and 1930s in Poland
- The philosophy of mathematics education
- The philosophy of mathematics today
- The philosophy of set theory: an introduction to Cantor's paradise
- The prehistory of mathematical structuralism
- The principles of mathematics revisited
- The reality of numbers: a physicalist's philosophy of mathematics
- The reason's proper study : essays towards a neo-Fregean philosophy of mathematics
- The reason's proper study : essays towards a neo-Fregean philosophy of mathematics
- The role of mathematics in physical sciences : interdisciplinary and philosophical aspects
- The role of mathematics in physical sciences : interdisciplinary and philosophical aspects
- The search for certainty : on the clash of science and philosophy of probability
- The sociology of mathematics education : mathematical myths/pedagogic texts
- The theory of probability : an inquiry into the logical and mathematical foundations of the calculus of probability
- The unimaginable mathematics of Borges' Library of Babel
- The value of science : essential writings of Henri Poincaré
- Theories of mathematics education : seeking new frontiers
- There's something about Gödel : the complete guide to the incompleteness theorem
- Thinking about mathematics : the philosophy of mathematics
- Thomæ Hobbes quadratura circuli, cubatio sphære, duplicatio cubi, confutata
- Time-binding: the general theory
- Topologie et perception
- Toward "Principia mathematica", 1905-08
- Toward the Principles of mathematics, 1900-02
- Towards a general theory of classifications
- Towards a philosophy of real mathematics
- Towards an arithmetical logic : the arithmetical foundations of logic
- Transreform radical humanism : a mathematics and teaching philosophy
- Truth in mathematics
- Truth through proof : a formalist foundation for mathematics
- Understanding the infinite
- Understanding the infinite
- Unthinking thinking: Jorge Luis Borges, mathematics and the new physics
- Visual thinking in mathematics
- Visual thinking in mathematics : an epistemological study
- Visualization, explanation and reasoning styles in mathematics
- Visualization, explanation and reasoning styles in mathematics
- Wandering towards a goal : how can mindless mathematical laws give rise to aims and intention?
- What is a mathematical concept?
- Where do numbers come from?
- Where mathematics comes from : how the embodied mind brings mathematics into being
- Why is there philosophy of mathematics at all?
- Wie berechenbar ist unsere Welt : Herausforderungen für Mathematik, Informatik und Philosophie im Zeitalter der Digitalisierung
- Wittgenstein on the foundations of mathematics
- Wittgenstein's lectures: Cambridge, 1932-35
- Wittgenstein's philosophy of mathematics
- Wittgenstein's philosophy of mathematics
- Wittgenstein, Mathematics and World
- Wittgenstein, finitism, and the foundations of mathematics
- Worlds without content: against formalism
- Zahlen
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