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  1. Kari Astala, Tadeusz Iwaniec, Gaven Martin. Elliptic Partial Differential Equations and Quasiconformal Mappings in the Plane (PMS-47) (Princeton Mathematical Series). – М.: , 2009. – 696 с.
  2. Jean Dieudonne. A History of Algebraic and Differential Topology, 1900-1960. – М.: Springer, 1989. – 676 с.
  3. Claudia Neuhauser. Calculus For Biology and Medicine (3rd Edition) (Calculus for Life Sciences Series). – М.: , 2010. – 840 с.
  4. Pierre Henry-Labordere. Analysis, Geometry, and Modeling in Finance (Chapman & Hall/Crc Financial Mathematics Series). – М.: , 2008. – 400 с.
  5. J. Gilbert, M. Murray. Clifford Algebras and Dirac Operators in Harmonic Analysis (Cambridge Studies in Advanced Mathematics). – М.: , 2008. – 342 с.
  6. John Bird. Engineering Mathematics Pocket Book. – М.: Newnes, 2008. – 544 с.
  7. Steven G. Krantz, Harold R. Parks. Geometric Integration Theory (Cornerstones). – М.: , 2008. – 339 с.
  8. Jeff Cheeger and David G. Ebin. Comparison Theorems in Riemannian Geometry (AMS Chelsea Publishing). – М.: , 2008. – 161 с.
  9. Emerging Topics on Differential Geometry and Graph Theory. – М.: , 2010. – 0 с.
  10. Helga Baum, Andreas Juhl. Conformal Differential Geometry: Q-Curvature and Conformal Holonomy (Oberwolfach Seminars). – М.: , 2010. – 164 с.
  11. Algorithmic Foundations of Robotics VIII: Selected Contributions of the Eighth International Workshop on the Algorithmic Foundations of Robotics (Springer Tracts in Advanced Robotics). – М.: , 2010. – 680 с.
  12. Barry M McCoy. Advanced Statistical Mechanics (International Series of Monographs on Physics). – М.: , 2010. – 632 с.
  13. Brian Guenter, Sung-hee Lee. Symbolic Dynamics and Geometry: Using D in Graphics and Game Programming. – М.: , 2010. – 250 с.
  14. Michael Tsamparlis. Special Relativity: An Introduction with 500 Problems and Solutions. – М.: , 2010. – 600 с.
  15. Richard H. Cushman, Jedrzej Sniatycki. Geometry of Nonholonomically Constrained Systems (Nonlinear Dynamics). – М.: , 2010. – 420 с.
  16. Marcel Berger. Geometry Revealed: A Jacob's Ladder to Modern Higher Geometry. – М.: , 2010. – 860 с.
  17. A.D. Bruno. Power Geometry in Algebraic and Differential Equations,57. – М.: , 2010. – 396 с.
  18. M.A. Akivis. Projective Differential Geometry of Submanifolds,49. – М.: , 2010. – 0 с.
  19. Franki J.E. Dillen. Handbook of Differential Geometry. – М.: , 2010. – 574 с.
  20. Barrett O'Neill. Elementary Differential Geometry, Revised 2nd Edition. – М.: , 2010. – 520 с.
  21. William M. Boothby. An Introduction to Differentiable Manifolds and Riemannian Geometry, Revised,120. – М.: , 2010. – 400 с.
  22. F.J.E. Dillen. Handbook of Differential Geometry, Volume 1. – М.: , 2010. – 0 с.
  23. Torsten Asselmeyer-Maluga, Carl H. Brans. Exotic Smoothness And Physics: Differential Topology And Spacetime Models. – М.: World Scientific Publishing Company, 2007. – 336 с.
  24. Filip Tuytschaever. Differentiation in European Union Law. – М.: , 2011. – 312 с.
  25. Edited by Grainne de Burca and Joanne Scott. Constitutional Change in the EU. – М.: , 2011. – 288 с.
  26. Schaum'S Outline Of Differential Geometry. – М.: , 1969. – 288 с.
  27. Sassoon Adrian. Jewels by JAR. – М.: , 2013. – 120 с.
  28. V. Balan, M. Rahula, N. Voicu. Tangent Structures in Geometry and Their Applications. – М.: Красанд, 2014. – 448 с.
  29. Fehmi NAJAR. Static and Dynamic Behavior of MEMS Microactuators. – М.: LAP Lambert Academic Publishing, 2010. – 160 с.
  30. Banani Basu and Arnab Nandi. Evolutionary Algorithms in Optimization of Linear Antenna Array. – М.: LAP Lambert Academic Publishing, 2014. – 72 с.
  31. Vu Truong Vu. Pressure Vessel. – М.: LAP Lambert Academic Publishing, 2012. – 368 с.
  32. B.N. Rao and R. Munirami Reddy. Fractal Finite Element Method. – М.: LAP Lambert Academic Publishing, 2010. – 160 с.
  33. David Harder and Ernest Kalnins. Geodesic Geometry Of Some Static Axisymmetric Vacuum Spacetimes. – М.: LAP Lambert Academic Publishing, 2011. – 176 с.
  34. Bhupendra Nath Tiwari. Geometric Perspective of Entropy Function. – М.: LAP Lambert Academic Publishing, 2011. – 76 с.
  35. Gennadi Sardanashvily. Lectures on Differential Geometry of Modules and Rings. – М.: LAP Lambert Academic Publishing, 2012. – 176 с.
  36. Bhupendra Nath Tiwari. Correlations, Stabilities and Black Holes in String Theory and M-Theory. – М.: LAP Lambert Academic Publishing, 2011. – 240 с.
  37. Mikhail Guzev. Non-Euclidean Models of Elastoplastic Materials with Structure Defects. – М.: LAP Lambert Academic Publishing, 2010. – 128 с.
  38. Gokcen Alev ALTUN-CIFTCIOGLU. Mathematical Modelling Of Photopolymerization Process. – М.: LAP Lambert Academic Publishing, 2010. – 188 с.
  39. Juman A. Naser,Takialdin A. Himdan and Ammar H. Al-Dujaili. Synthesis and Conformational Study of Liquid Crystal Materials. – М.: LAP Lambert Academic Publishing, 2015. – 120 с.
  40. Mihaela Manole. Fixed point methods for the study of semilinear evolution equations. – М.: LAP Lambert Academic Publishing, 2012. – 124 с.
  41. Albici Mihaela. SOME PROBLEMS REGARDING THE SPECTRA OF HODGE-DE RHAM OPERATORS. – М.: LAP Lambert Academic Publishing, 2010. – 140 с.
  42. Rezso L. Lovas. Geometric vector fields of spray and metric structures. – М.: LAP Lambert Academic Publishing, 2012. – 128 с.
  43. Abdul Haseeb. A New Approach of Structures and Connections on Submanifolds. – М.: LAP Lambert Academic Publishing, 2012. – 132 с.
  44. Gauree Shanker. Differential Geometry of Finsler and Lagrange Spaces. – М.: LAP Lambert Academic Publishing, 2012. – 100 с.
  45. Zafar Turakulov. Space, Time and Motion. – М.: LAP Lambert Academic Publishing, 2010. – 284 с.
  46. Augustus Nzomo Wali. Submersions and Submanifolds in an almost Hermitian Manifold. – М.: LAP Lambert Academic Publishing, 2010. – 100 с.
  47. Hassan AIT HADDOU. From symplectic and contact geometry to dynamical systems. – М.: LAP Lambert Academic Publishing, 2010. – 84 с.
  48. Kaida Shi. New Research Results on the Regular Polytopes. – М.: LAP Lambert Academic Publishing, 2011. – 88 с.
  49. Mohamed Khalifa Saad. Differential Geometry. – М.: LAP Lambert Academic Publishing, 2011. – 192 с.
  50. Paul Bracken. Geometry of Partial Differential Equations. – М.: LAP Lambert Academic Publishing, 2012. – 152 с.
  51. Raja Noshad Jamil. Numerical Simulations of Biological Membrane Geometry. – М.: LAP Lambert Academic Publishing, 2010. – 92 с.
  52. Sayed Badr,Nassar Abdel-All and Mohamed Soliman. Intrinsic geometry of intersection curves of surfaces. – М.: LAP Lambert Academic Publishing, 2011. – 132 с.
  53. Pedro R. S. Antunes. The Method of Fundamental Solutions Applied to Eigenproblems in PDE's. – М.: LAP Lambert Academic Publishing, 2013. – 232 с.
  54. Amanda Harsy. Locally Compact Property A Groups. – М.: LAP Lambert Academic Publishing, 2014. – 68 с.
  55. Pawan Rao. Structures on complex manifolds. – М.: LAP Lambert Academic Publishing, 2013. – 152 с.
  56. Nabil Youssef,Sayed Abed and Salah Elgendi. Generalized Beta Conformal Changes. – М.: LAP Lambert Academic Publishing, 2012. – 120 с.
  57. Jayprakash Singh. Certain differentiable structures on manifolds. – М.: Scholars' Press, 2012. – 96 с.
  58. Vijayabhama Manickam and Baranidharan Krishnamoorthy. Practical Manual on Applied Mathematics. – М.: LAP Lambert Academic Publishing, 2014. – 92 с.
  59. Per Bylund. Besov spaces on fractals. – М.: LAP Lambert Academic Publishing, 2010. – 124 с.
  60. Ibrahim Othman Hamad and Tahir Hassan Ismail. Generalized Curvature and Torsion in Nonstandard Analysis. – М.: LAP Lambert Academic Publishing, 2011. – 140 с.
  61. Guy Degla and Mmaduabuchi E. Okpala. Variational Methods, Lusternik-Schnirelman Theory and Applications. – М.: LAP Lambert Academic Publishing, 2012. – 76 с.
  62. Fardousi Ara Begum. Manifold. – М.: LAP Lambert Academic Publishing, 2012. – 92 с.
  63. Gennadi Sardanashvily. Advanced Differential Geometry for Theoreticians. – М.: LAP Lambert Academic Publishing, 2013. – 220 с.
  64. Guy Jumarie. Fractional differential calculus for non-differentiable functions. – М.: LAP Lambert Academic Publishing, 2013. – 360 с.
  65. RAM BILAS MISRA. Groups of Transformations in Finslerian saces, Basic Concepts of Finslerian Geometry. – М.: LAP Lambert Academic Publishing, 2011. – 64 с.
  66. Mohd Danish Siddiqi and Mobin Ahmad. Semi-invariant Submanifolds. – М.: LAP Lambert Academic Publishing, 2012. – 168 с.
  67. Vinit Kumar Chaubey. Differential Geometry of Finsler Spaces of Special Metric. – М.: LAP Lambert Academic Publishing, 2013. – 116 с.
  68. Eleonora Catsigeras. Differential Geometry and Electromagnetism. – М.: LAP Lambert Academic Publishing, 2013. – 64 с.
  69. Muhammad Naeem Qureshi,Abdul Qadeer Khan and Qamar Din. Invariant Solutions. – М.: LAP Lambert Academic Publishing, 2013. – 108 с.
  70. Fusun Ozen Zengin. Pseudo Conharmonically Symmetric Manifolds. – М.: LAP Lambert Academic Publishing, 2015. – 76 с.
  71. Carlos Penafiel. An introduction to CMC surfaces in the homogeneous spaces E(?,?). – М.: LAP Lambert Academic Publishing, 2015. – 140 с.
  72. Lata Bisht. ? -Recurrent, ? -Birecurrent and ? -Multirecurrent. – М.: LAP Lambert Academic Publishing, 2015. – 92 с.
  73. RAM BILAS MISRA. ENGINEERING MATHEMATICS. – М.: LAP Lambert Academic Publishing, 2011. – 140 с.
  74. RAM BILAS MISRA. BASIC MATHEMATICS AT A GLANCE. – М.: LAP Lambert Academic Publishing, 2010. – 96 с.
  75. RAM BILAS MISRA. Differential Geometry, Field Theory and Operations Research. – М.: LAP Lambert Academic Publishing, 2011. – 84 с.
  76. Krishna Amur,R Christopher and Keshav Naik. Topics in Differential Geometry. – М.: LAP Lambert Academic Publishing, 2012. – 136 с.
  77. Werner Benger. Tensorfield Visualization on the F5 Data Model. – М.: LAP Lambert Academic Publishing, 2013. – 348 с.
  78. Raghav Subbarao and Peter Meer. Robust Statistics Over Riemannian Manifolds. – М.: LAP Lambert Academic Publishing, 2011. – 132 с.
  79. Beatrice Venturi and Alessandro Pirisinu. Mathematics for Economists. – М.: LAP Lambert Academic Publishing, 2013. – 100 с.
  80. Sever Angel Popescu. Differential Calculus for Engineers and beginning Mathematicians. – М.: LAP Lambert Academic Publishing, 2013. – 248 с.
  81. В.А. Топоногов. Дифференциальная геометрия кривых и поверхностей. – М.: Физматкнига, 2012. – 224 с.
  82. 100 Ideas for Secondary Teachers: Outstanding Mathematics Lessons. – М.: , . –  с.

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  4. Nitin Nohria, Sumantra Ghoshal. The Differentiated Network : Organizing Multinational Corporations for Value Creation (The Jossey-Bass Business & Management Series). – М.: , 0. – 0 с.
  5. Colleen Schultz. Just in Time Geometry (Just in Time Series). – М.: LearningExpress, 2004. – 288 с.
  6. Aristide Halanay, Judita Samuel. Differential Equations, Discrete Systems and Control: Economic Models (Mathematical Modelling--Theory and Applications, Vol 3). – М.: , 0. – 0 с.
  7. Garth Hallberg. All Consumers Are Not Created Equal: The Differential Marketing Strategy for Brand Loyalty and Profits. – М.: John Wiley and Sons, Ltd, 1995. – 340 с.
  8. Gayle H. Gregory. Differentiated Instructional Strategies in Practice: Training, Implementation, and Supervision. – М.: , 0. – 0 с.
  9. Wei-Bin Zhang. Differential Equations, Bifurcations, and Chaos in Economics. – М.: World Scientific Publishing Company, 2005. – 512 с.
  10. Donald G. Saari. Basic Geometry of Voting (Basic Geometry of Voting). – М.: , 2003. – 0 с.
  11. Debra Anne Ross. Master Math: Geometry (Master Math). – М.: , 2004. – 0 с.
  12. Jacob Engwerda. LQ Dynamic Optimization and Differential Games. – М.: , 2005. – 0 с.
  13. Steffen Jorgensen. Differential Games in Marketing (International Series in Quantitative Marketing). – М.: , 2003. – 0 с.
  14. John R. Abel. The ABC's of Dynamic Selling : A selling philosophy to differentiate you from the pack and make you Number One. – М.: , 2004. – 0 с.
  15. Daniel J. Duffy. Finite Difference Methods in Financial Engineering: A Partial Differential Equation Approach (The Wiley Finance Series). – М.: , 2006. – 440 с.
  16. Kristijan Petkoski. Brand Portfolio Strategy: The Interactive Effect of Perceived Fit, BrandPortfolio Strategy, and Differentiation on BrandExtension Evaluations. – М.: , 2008. – 68 с.
  17. Kari Astala, Tadeusz Iwaniec, Gaven Martin. Elliptic Partial Differential Equations and Quasiconformal Mappings in the Plane (PMS-47) (Princeton Mathematical Series). – М.: , 2009. – 696 с.
  18. Joan D'Amico, Kate Gallaway. Differentiated Instruction for the Middle School Language Arts Teacher: Activities and Strategies for an Inclusive Classroom (Differentiated Instruction for Middle School Teachers). – М.: , 2009. – 208 с.
  19. Catherine Swords, Dr. John. Stochatic Delay Difference and Differential Equations.: Stochatic Delay Difference and Differential Equations: Applications to Financial Markets. – М.: , 2010. – 180 с.
  20. Jean-Daniel Boissonnat, Mariette Yvinec, H. Bronniman. Algorithmic Geometry. – М.: , 0. – 0 с.
  21. Jean Dieudonne. A History of Algebraic and Differential Topology, 1900-1960. – М.: Springer, 1989. – 676 с.
  22. Claudia Neuhauser. Calculus For Biology and Medicine (3rd Edition) (Calculus for Life Sciences Series). – М.: , 2010. – 840 с.
  23. Mark Saul. Hadamard's Plane Geometry: A Reader's Companion. – М.: , 2010. – 353 с.
  24. Fredi Troltzsch. Optimal Control of Partial Differential Equations: Theory, Methods and Applications (Graduate Studies in Mathematics). – М.: , 2010. – 408 с.
  25. Ernst Hairer, Gerhard Wanner. Solving Ordinary Differential Equations II: Stiff and Differential-Algebraic Problems. – М.: Springer, 2004. – 614 с.
  26. Pierre Henry-Labordere. Analysis, Geometry, and Modeling in Finance (Chapman & Hall/Crc Financial Mathematics Series). – М.: , 2008. – 400 с.
  27. Jennifer Taylor-Cox. Differentiating in Number & Operations and the Other Math Content Standards, PreK-Grade 2: A Guide for Ongoing Assessment, Grouping Students, Targeting ... and Adjusting Levels of Cognitive Demand. – М.: , 2008. – 640 с.
  28. O. Bottema. Topics in Elementary Geometry. – М.: Springer, 2008. – 142 с.
  29. J. Gilbert, M. Murray. Clifford Algebras and Dirac Operators in Harmonic Analysis (Cambridge Studies in Advanced Mathematics). – М.: , 2008. – 342 с.
  30. Atlas of Differential Diagnosis in Neoplastic Hematopathology, Second Edition. – М.: , 2008. – 696 с.
  31. John Bird. Engineering Mathematics Pocket Book. – М.: Newnes, 2008. – 544 с.
  32. Steven G. Krantz, Harold R. Parks. Geometric Integration Theory (Cornerstones). – М.: , 2008. – 339 с.
  33. Jeff Cheeger and David G. Ebin. Comparison Theorems in Riemannian Geometry (AMS Chelsea Publishing). – М.: , 2008. – 161 с.
  34. Matthew Baker, Brian Conrad, Samit Dasgupta, Kiran S. Kedlaya, Jeremy Teitelbaum, edited by David Sa. $p$-adic Geometry (University Lecture Series). – М.: , 2008. – 203 с.
  35. V. M. Buchstaber and I. M. Krichever. Geometry, Topology, and Mathematical Physics (American Mathematical Society Translations Series 2). – М.: , 2008. – 284 с.
  36. A. E. Layng. Euclid's Elements Of Geometry: Books I. II. III. IV. VI And Portions Of Books V. And XI., With Notes, Examples, Exercises, Appendices And A Collection Of Examination Papers. – М.: , 2008. – 372 с.
  37. Dan Abramovich, Marcos Marino, Michael Thaddeus, Ravi Vakil. Enumerative Invariants in Algebraic Geometry and String Theory: Lectures given at the C.I.M.E. Summer School held in Cetraro, Italy, June 6-11, 2005 (Lecture ... Mathematics / Fondazione C.I.M.E., Firenze). – М.: , 2008. – 210 с.
  38. Guy Metivier. Para-Differential Calculus and Applications to the Cauchy Problem for Nonlinear Systems (Publications of the Scuola Normale Superiore / CRM Series). – М.: , 2008. – 140 с.
  39. Andre Unterberger. Quantization and Arithmetic (Pseudo-Differential Operators). – М.: , 2008. – 147 с.
  40. Yuming Qin. Nonlinear Parabolic-Hyperbolic Coupled Systems and Their Attractors (Operator Theory: Advances and Applications / Advances in Partial Differential Equations). – М.: , 2008. – 465 с.
  41. Hans P. Langtangen, Hans Petter Langtangen. Computational Partial Differential Equations. – М.: Springer, 2003. – 882 с.
  42. Emerging Topics on Differential Geometry and Graph Theory. – М.: , 2010. – 0 с.
  43. Nicolas Lerner. Metrics on the Phase Space and Non-Selfadjoint Pseudo-Differential Operators. – М.: , 2010. – 397 с.
  44. Helga Baum, Andreas Juhl. Conformal Differential Geometry: Q-Curvature and Conformal Holonomy (Oberwolfach Seminars). – М.: , 2010. – 164 с.
  45. Algorithmic Foundations of Robotics VIII: Selected Contributions of the Eighth International Workshop on the Algorithmic Foundations of Robotics (Springer Tracts in Advanced Robotics). – М.: , 2010. – 680 с.
  46. Wilfrid S. Kendall, Ilya Molchanov. New Perspectives in Stochastic Geometry. – М.: , 2010. – 608 с.
  47. Barry M McCoy. Advanced Statistical Mechanics (International Series of Monographs on Physics). – М.: , 2010. – 632 с.
  48. Brian Guenter, Sung-hee Lee. Symbolic Dynamics and Geometry: Using D in Graphics and Game Programming. – М.: , 2010. – 250 с.
  49. Michael Tsamparlis. Special Relativity: An Introduction with 500 Problems and Solutions. – М.: , 2010. – 600 с.
  50. CliffsNotes Geometry Practice Pack. – М.: , 2010. – 264 с.
  51. Algebra, Arithmetic, and Geometry: Volume II: In Honor of Yu. I. Manin (Progress in Mathematics). – М.: , 2010. – 600 с.
  52. Richard H. Cushman, Jedrzej Sniatycki. Geometry of Nonholonomically Constrained Systems (Nonlinear Dynamics). – М.: , 2010. – 420 с.
  53. Michael O'Leary. Revolutions of Geometry (Pure and Applied Mathematics: A Wiley-Interscience Series of Texts, Monographs and Tracts). – М.: , 2010. – 587 с.
  54. Marcel Berger. Geometry Revealed: A Jacob's Ladder to Modern Higher Geometry. – М.: , 2010. – 860 с.
  55. Steven Holzner. Differential Equations For Dummies®. – М.: , 2008. – 360 с.
  56. Michael O?Leary. Revolutions of Geometry. – М.: , 2010. – 160 с.
  57. Steven Holzner. Differential Equations Workbook For Dummies®. – М.: , 2009. – 312 с.
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  126. Fardousi Ara Begum. Manifold. – М.: LAP Lambert Academic Publishing, 2012. – 92 с.
  127. Gennadi Sardanashvily. Advanced Differential Geometry for Theoreticians. – М.: LAP Lambert Academic Publishing, 2013. – 220 с.
  128. Guy Jumarie. Fractional differential calculus for non-differentiable functions. – М.: LAP Lambert Academic Publishing, 2013. – 360 с.
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  130. Vinit Kumar Chaubey. Differential Geometry of Finsler Spaces of Special Metric. – М.: LAP Lambert Academic Publishing, 2013. – 116 с.
  131. Eleonora Catsigeras. Differential Geometry and Electromagnetism. – М.: LAP Lambert Academic Publishing, 2013. – 64 с.
  132. Fusun Ozen Zengin. Pseudo Conharmonically Symmetric Manifolds. – М.: LAP Lambert Academic Publishing, 2015. – 76 с.
  133. Carlos Penafiel. An introduction to CMC surfaces in the homogeneous spaces E(?,?). – М.: LAP Lambert Academic Publishing, 2015. – 140 с.
  134. Lata Bisht. ? -Recurrent, ? -Birecurrent and ? -Multirecurrent. – М.: LAP Lambert Academic Publishing, 2015. – 92 с.
  135. RAM BILAS MISRA. Differential Geometry, Field Theory and Operations Research. – М.: LAP Lambert Academic Publishing, 2011. – 84 с.
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  137. Werner Benger. Tensorfield Visualization on the F5 Data Model. – М.: LAP Lambert Academic Publishing, 2013. – 348 с.
  138. Raghav Subbarao and Peter Meer. Robust Statistics Over Riemannian Manifolds. – М.: LAP Lambert Academic Publishing, 2011. – 132 с.
  139. Sever Angel Popescu. Differential Calculus for Engineers and beginning Mathematicians. – М.: LAP Lambert Academic Publishing, 2013. – 248 с.
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Работа после вашего сопровождения отличная. Все очень хорошо, четко и ясно. Спасибо.