수집용이라 펼친 흔적, 필기 전혀 없고 지퍼백으로 보관했고, 하늘색으로 표시=페이퍼백, 표시 안 한 책=하드커버 입니다. 가격은 교보문고, 알라딘에서 판매하는 정가에서 -30%해서 판매합니다. *책 앞에 ㅡ표시 한 건 판매완료 된 책* ㅡDo carmo - Riemannian Geometry ㅡAhlfors - Complex Analysis Ahlfors - Complex Analysis ㅡRudin - Real and complex analysis ㅡRudin - Real and complex analysis ㅡRudin - principles of mathematical analysis Rudin - principles of mathematical analysis ㅡFriedberg - Linear algebra Fefferman - Advances in analysis ㅡWheeden - Measure and Integral Lieb - Analysis ㅡAigner - proofs from the book Tao - solving mathematical problems keith devlin - Introduction to mathematical thinking ㅡ kirby - study88 Foundational Essays on Topological Manifolds, Smoothings, and Triangulations Morgan - The Seiberg-Witten Equations and Applications to the Topology of Smooth Four-Manifolds ㅡMilnor - study51 morse theory ㅡMilnor - topology from the differentiable viewpoint ㅡMilnor - study76 Characteristic classes Donaldson - The Geometry of Four-Manifolds ㅡMunkres - Topology Guillemin - Differential Topology ㅡMorgan - Ricci Flow and the Poincare Conjecture Milnor - Collected Papers of John Milnor: II. The Fundamental Group Milnor - Collected Papers of John Milnor: III. Differential Topology Milnor - Collected Papers of John Milnor: IV. Homotopy, Homology and Manifolds Milnor - Collected Papers of John Milnor: I. Geometry Thurston - Three-Dimensional Geometry and Topology ㅡMilnor - study72 Introduction to Algebraic K-Theory ㅡFreedman - Topology of 4-Manifolds ㅡMinor - Lectures on the H-Cobordism Theorem ㅡ Chern - Complex Manifolds Without Potential Theory Feynman - Feynman's Tips on Physics Dirac - quantum mechanics ㅡSpivak - A Comprehensive Introduction to Differential Geometry II ㅡSpivak - A Comprehensive Introduction to Differential Geometry I Spivak - A Comprehensive Introduction to Differential Geometry V Spivak - A Comprehensive Introduction to Differential Geometry IV Spivak - A Comprehensive Introduction to Differential Geometry III ㅡLandau - Quantum Mechanics : Non-Relativistic Theory ㅡLandau - Mechanics Wald robert - general relativity Gottfried - Quantum Mechanics: Fundamentals Shankar - Principles of Quantum Mechanics Penrose - The road to reality Hilbert - Geometry and the Imagination ㅡPeskin - An Introduction to Quantum Field Theory ㅡGoldstein - Classical Mechanics Griffiths - introduction to quantum mechanics ㅡJackson - Classical Electrodynamics Sakurai - Moder Quantum Mechanics Schutz - A First Course in General Relativity ㅡArfken - Mathematical methods for physicists Yau - study102 seminar on differential geometry Chern - Selected Papers III Chern - Selected Papers I Chern - Selected Papers II Chern - Selected Papers IV ㅡFermi - thermodynamics Richard courant - What Is Mathematics? Richard courant - What Is Mathematics? Penrose - The road to reality ㅡ ㅡBott - GTM82 Differential Forms in Algebraic Topology Davenport - GTM74 Multiplicative Number Theory Daniel J. Velleman - How to prove it Hatcher - Algebraic topology ㅡBredon - GTM139 Topology and geometry ㅡDirac - The principles of quantum mechanics ㅡWhitney - Geometric Integration Theory Ahlfors - Riemann Surfaces James gleick - Chaos ㅡHardy - An Introduction to the Theory of Numbers ㅡPolya - How to solve it hirzebruch - study70 prospects in mathematics ㅡSpivak - Calculus on manifolds Chern - Riemann-Finsler geometry Witten - Lectures on Geometry Yau - The Shape of inner space Chern - Lectures on Differential Geometry ㅡLang - GTM211 Algebra ㅡRudin - Real and Complex analysis ㅡRudin - principles of mathematical analysis ㅡRudin - Functional Analysis ㅡAhlfors - Complex analysis Stein - study63 Topics in harmonic analysis Stein - Boundary Behavior of Holomorphic Functions of Several Complex Variables Nagel - Lectures on Pseudo-Differential Operators Fefferman -The Ambient Metric Fefferman - Essays on Fourier Analysis in Honor of Elias M. Stein Hardy - A Course of Pure Mathematics Stein - study112 beijing lectures in harmonic analysis ㅡFolland - Real analysis Gowers - The Princeton companion to Mathematics Wolff - Lectures on harmonic analysis ㅡStein - Harmonic analysis ㅡStein - Singular Integrals Stein - Harmonic analysis Stein - Singular Integrals ㅡStein&weiss - intor to fourier analysis ㅡStein&Shakarchi - Fourier Analysis(Princeton Lectures in analysis I) ㅡStein&Shakarchi - Real analysis(Princeton Lectures in analysis III) ㅡStein&Shakarchi - Functional analysis(Princeton Lectures in analysis IV) ㅡStein&Shakarchi - Complex analysis(Princeton Lectures in analysis II) Higham - The Princeton Companion to Applied Mathematics ㅡ ㅡAhlfors - Complex Analysis Dana Densmore - Euclid's elements ㅡJean-pierre Serre -Grothedieck-serre correspondence ㅡhartshorne - GTM52 Algebraic geometry ㅡDo carmo - Differential geometry of curves & surfaces Stewart - Concepts of modern mathematics Ravi vakil - A mathematical mosaic tobias dantzig - Number Tenenbaum Ordinary Differential Equations Feynman - The Feynman Lectures on physics (I,II,III set)