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2. Mémorial des sciences mathématiques [1925  1972]
 Paris : GauthierVillars, 19251972
 Description
 Book — 169 volumes : illustrations ; 25 cm
3. Essays on numbers and figures [2000]
 Rasskazy o chislakh, mnogochlenakh, i figurakh. English
 Prasolov, V. V. (Viktor Vasilʹevich)
 Providence, R.I. : American Mathematical Society c2000.
 Description
 Book — ix, 75 p. : ill. ; 26 cm.
 Summary

 Conjugate numbers Rational parametrizations of the circle Sums of squares of polynomials Representing numbers as the sum of two squares Can any knot be unraveled? Construction of a regular 17gon The Markov equation Integervalued polynomials Chebyshev polynomials Vectors in geometry The averaging method and geometric inequalities Intersection points of the diagonals of regular polygons The chromatic polynomial of a graph Brocard points Diophantine equations for polynomials The Pascal lines One butterfly and two butterflies theorems The Van der Waerden theorem on arithmetical progressions Isogonal conjugate points Cubic curves related to the triangle.
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QA7 .P713 2000  Available 
4. Mathematics : frontiers and perspectives [2000]
 Providence, R.I. : American Mathematical Society, c2000.
 Description
 Book — xi, 459 p. : ill. ; 26 cm.
 Summary

 A. Baker and G. W stholz, Number theory, transcendence and Diophantine geometry in the next millennium
 J. Bourgain, Harmonic analysis and combinatorics  How much may they contribute to each other?
 S.S. Chern, Back to Riemann
 A. Connes, Noncommutative geometry and the Riemann zeta function
 S.K. Donaldson, Polynomials, vanishing cycles and Floer homology
 W.T. Gowers, The two cultures of mathematics
 V.F R. Jones, Ten problems
 D. Kazhdan, An algebraic integration
 F. Kirwan, Mathematics  The right choice?
 P.L. Lions, On some challenging problems in nonlinear partial differential equations
 A.J. Majda, Real world turbulence and modern applied mathematics
 Yu. I. Manin, Mathematics as profession and vocation
 G. Margulis, Problems and conjectures in rigidity theory
 D. McDuff, A glimpse into symplectic geometry
 S. Mori, Rational curves on algebraic varieties
 D. Mumford, The dawning of the age of stochasticity
 R. Penrose, Mathematical physics of the 20th and 21st centuries
 K F. Roth, Limitations to regularity
 D. Ruelle, Conversations on mathematics with a visitor from outer space
 P. Sarnak, Some problems in number theory, analysis and mathematical physics
 S. Smale, Mathematical problems for the next century
 R.P. Stanley, Positivity problems and conjectures in algebraic combinatorics
 C. Vafa, On the future of mathematics/physics interaction
 A. Wiles, Twenty years of number theory
 E. Witten, Magic, mystery, and matrix
 S.T. Yau, Review of geometry and analysis. (Part contents.).
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QA7 .M34457 2000  Unknown 
5. Proofs from The Book [1998]
 Aigner, Martin, 1942
 Berlin ; New York : Springer, c1998.
 Description
 Book — viii, 199 p. : ill. (some col.) ; 25 cm.
 Summary

 Number theory
 geometry
 graph theory
 combinatorics
 analysis.
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QA36 .A36 1998  Unknown 
6. Five decades as a mathematician and educator : on the 80th birthday of Professor YungChow Wong [1995]
 Singapore ; River Edge, NJ : World Scientific, c1995.
 Description
 Book — xvi, 581 p. : ill. ; 23 cm.
 Summary

 My early life, 19131948, Y.C. Wong
 on the Eigenvalues and numerical range of a quaternionic matrix, Y.H. AuYeung
 monopoles as fibre bundles and strings as infinite rank tensors, H.M. Chan and S.T. Tsou
 approximation by affine functions, J.T. Chan
 a review on optimal design for mixture models, L.Y. Chan
 Griffiths' formalism on the calculus of variations via exterior differential systems, W.S. Cheung
 change of measures, likelihood ratio Martingales and some applications, T.L. Lai
 beyond the impossibility of a 16square identity, K.Y. Lam and P. Yiu
 Lie group homomorphisms which induce isomorphisms of representation rings, S.P. Lam
 a lifting theorem, and rings with isomorphic matrix rings, T.Y. Lam
 on ternary equations in squarefree and prime variables, Y.L. Lau et al
 instantons and threemanifolds, R. Lee
 some results on the cnumerical range, C.K. Li and Y.T. Poon
 a matrix formulation of the complex flag manifolds, Q.K. Liu
 invariants of strongly pseudoconvex CR manifolds, H.S. Luk and S.S.T. Yau
 the integral formulas of the Pontrjagin characteristic forms on an oriented differentiable manifold, X.M. Mei
 on the construction of tensor fields and connections on the frame bundle, K.P. Mok
 cellular manufacturing systems  formulation and algorithmic issues, S.M. Ng
 which inscribed NGon in an ellipse has the longest perimeter?, M.K. Siu and K.M. Tsang
 hyperbolicity problems in function theory, Y.T. Siu
 extreme positive operators on convex cones, B.S. Tam
 the golden mean and its way into physics, B.Y. Tong.
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QA3 .F58 1995  Available 
7. New Syllabus Mathematics for OLevel 1 [1979]
 Perry, Owen (Owen William), author. Author
 London : Macmillan Education UK : Imprint : Palgrave, 1979.
 Description
 Book — 1 online resource (VIII, 155 pages) : online resource Digital: text file; PDF.
 Symposium on singularities (1st : 19691970 : Liverpool, England)
 Berlin ; NewYork : SpringerVerlag, 1971.
 Description
 Book — [v], 319 p. ; 26 cm.
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QA3 .L28 V.192  Available 
9. Bases mathématiques pour la recherche médicale et biologique [1969  1970]
 Hermann, L.
 Paris, Dunod, 196970.
 Description
 Book — 2 v. (xvi, 1092 p.) illus. 25 cm.
 Online
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QA37 .H518 V.1  Available 
10. Cours de mathématiques [1968  1971]
 Bass, J. (Jean)
 Paris, Masson et Cie, 196871.
 Description
 Book — 3 v. illus. 25 cm.
 Summary

 t.
 1. Algèbre de Boole. Matrices et tenseurs. Intégrales simples. Convergence uniforme. Séries et intégrales de Fourier. Fonctions de carré intégrable. Courbes, surfaces, intégrales multiples.t.
 2. Fonctions analytiques. Équations différentielles. Transformation de Laplace. Calcul des variations. Equations aux dérives partielles. Fonctions harmoniques. Méthodes numériques.t.
 3. Topologie. Intégration. Distributions. Équations intégrales. Analyse harmonique.
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QA37 .B3 1968 V.3  Available 
11. Selected papers [1986]
 Works. Selections. 1986
 Kakutani, Shizuo, 19112004
 Boston : Birkhäuser, 1986.
 Description
 Book — 2 v. : ports. ; 26 cm.
 Online
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QA3 .K3525 1986 V.1  Available 
QA3 .K3525 1986 V.2  Available 
12. Gesammelte mathematische Abhandlungen [1890]
 Schwarz, Hermann Amandus, 18431921.
 [2. ed.].  Bronx, N.Y., Chelsea Pub. Co. [1972]
 Description
 Book — xiv, 338, vii, 370 p. illus. 24 cm.
 Online
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QA3 .S38 1972  Available 
13. Rozprawy matematyczne [1952  1966]
 Warszawa : Nakładem Polskiego Towarzystwa Matematycznego, 19521966.
 Description
 Book — 51 v. : ill. ; 25 cm
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QA1 .D54  Inlibrary use 
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14. Notre Dame mathematical lectures [1942  1992]
 Notre Dame, Ind. : [University of Notre Dame], 19421992.
 Description
 Book — 12 v. : ill. ; 23 cm.
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QA1 .N87  Inlibrary use 
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Individual vols. of this title also cataloged separately. 
 Tóth, Gábor, Ph. D., author.
 Cham : Springer, [2021]
 Description
 Book — 1 online resource : illustrations (some color)
 Summary

 0. Preliminaries: Sets, Relations, Maps.
 1. Natural, Integral and Rational Numbers.
 2. Real Numbers.
 3. Rational and Real Exponentiation.
 4. Limits of Real Functions.
 5. Real Analytic Plane Geometry.
 6. Polynomial Expressions.
 7. Polynomial Functions.
 8. Conics.
 9. Rational and Algebraic Expressions and Functions.
 10. Exponential and Logarithmic Functions.
 11. Trigonometry. Further Reading. Index.
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 Cellucci, Carlo author.
 Cham, Switzerland : Springer, [2022]
 Description
 Book — xx, 450 pages : illustrations ; 25 cm
 Summary

 1. Introduction Part I. Heuristic vs. Mainstrea
 m2. Mainstream Philosophy of Mathematic
 s3. Heuristic Philosophy of Mathematics Part II. Discourse on Metho
 d4. The Question of Metho
 d5. Analytic Metho
 d6. AnalyticSynthetic Method and Axiomatic Metho
 d7. Rules of Discover
 y8. Theories Part III. The Mathematical Proces
 s9. Object
 s10. Demonstration
 s11. Definition
 s12. Diagram
 s13. Notations Part IV. The Functionality of Mathematic
 s14. Explanation
 s15. Beaut
 y16. Applicability Part V. Conclusio
 n17. Knowledge, Mathematics, and Naturalis
 m18. Concluding Remarks Index.
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QA8.4 .C45 2022  Available 
 Rush, Penelope, author.
 Cambridge : Cambridge University Press, 2022.
 Description
 Book — 1 online resource.
 Summary

 1. What are we Talking about?
 2. Intertranslatability
 3. Two Access Problems
 4. Independence
 5. Justification.
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 Laos, Nicolas K., 1974 author.
 New York : Nova Science Publishers, [2021]
 Description
 Book — 1 online resource (xiv, 492 pages) : illustrations.
 Summary

"The nature of this book is fourfold: First, it provides comprehensive education in ontology, epistemology, logic, and ethics. From this perspective, it can be treated as a philosophical textbook. Second, it provides comprehensive education in mathematical analysis and analytic geometry, including significant aspects of set theory, topology, mathematical logic, number systems, abstract algebra, linear algebra, and the theory of differential equations. From this perspective, it can be treated as a mathematical textbook. Third, it makes a student and a researcher in philosophy and/or mathematics capable of developing a holistic approach to reality, of undertaking interdisciplinary endeavors, of understanding (and possibly contributing to) advances and research projects in different academic disciplines, and of having more sources of inspiration and pleasure. From this perspective, it can be treated as a contribution to pedagogy and as an attempt to refresh and, indeed, revitalize modern philosophy. Fourth, it seeks to defend, refresh, and enrich philosophical and scientific structuralism and dynamical philosophy (known also as dynamism). From this perspective, this book can be treated as a research monograph on structuralism and dynamism, tackling the fundamental problems of reality, truth, and consciousness. In this context, Nicolas Laos expounds and proposes: (i) the concepts of dynamized time and dynamized space; (ii) a theory and method that he calls the "dialectic of rational dynamicity"; and (iii) his attempt to consider the fundamental problems of philosophy and science from the perspective of the dialectic of rational dynamicity. Thus, this book pertains to every field that is controlled by the function of consciousness, namely, being, knowing, and acting. The philosophy of rational dynamicity, as the author explains in this book, is a way of contemplating the laws of motion of nature, history, and spirit" Provided by publisher.
19. Introducing philosophy of mathematics [2007]
 Friend, Michèle, author.
 London : Routledge, 2014.
 Description
 Book — 1 online resource
 Summary

 Acknowledgements Introduction
 1. Infinity
 2. Platonism and realism
 3. Logicism
 4. Structuralism
 5. Constructivism
 6. A potpourri of philosophies of mathematics Conclusion Appendix Notes Further reading Index.
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 International Congress of Mathematicians (2002 : Beijing, China)
 Beijing : Higher Education Press, c2002.
 Description
 Book — 3 v. : ill. (some col.), col. ports. ; 27 cm. + 1 CDROM (4 3/4 in.)
 Summary

 v. 1. Plenary lectures and ceremonies
 v. 2. Invited lectures
 v. 3. Invited lectures.
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QA1 .I82 2002 V.3  Available 
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