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  1. R. Tunc M?s?rl?oglu. Invariant Subspace Theorems. – М.: LAP Lambert Academic Publishing, 2010. – 96 с.

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  2. Deirdre A. Royster. Race and the Invisible Hand: How White Networks Exclude Black Men from Blue-Collar Jobs (George Gund Foundation Book in African American Studies). – М.: , 0. – 0 с.
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  8. Roger E. A. Farmer. Macroeconomics of Self-fulfilling Prophecies - 2nd Edition. – М.: , 0. – 0 с.
  9. Merton H. Miller, Bruce D. Grundy, Meton H. Miller. Selected Works of Merton H. Miller: A Celebration of Market : Finance. – М.: , 0. – 0 с.
  10. Antonio Villanacci, Laura Carosi, Pierluigi Benevieri, Andrea Battinelli. Differential Topology and General Equilibrium With Complete and Incomplete Markets. – М.: , 0. – 0 с.
  11. Prodromos Panayiotopoulis, Gavin Capps. World Development: An Introduction. – М.: , 0. – 0 с.
  12. Merton H. Miller, Bruce D. Grundy. Selected Works of Merton H. Miller: Celebration of Markets: Economics. – М.: , 0. – 0 с.
  13. Coasean Economics Law and Economics and the New Institutional Economics. – М.: Springer, 1997. – 292 с.
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  79. Robert Nozick. Invariances – The Structure of the Objective World. – М.: , 2001. – 428 с.
  80. Talal A Debs. Objectivity, Invariance and Convention – Symmetry in Physical Science. – М.: , 2007. – 188 с.
  81. Dwight E Neuenschwander. Emmy Noether?s Wonderful Theorem. – М.: , 2011. – 192 с.
  82. Dwight E Neuenschwander. Emmy Noether?s Wonderful Theorem. – М.: , 2011. – 192 с.
  83. Robert Nozick. Invariances – The Structure of the Objective World. – М.: , 2003. – 432 с.
  84. Dave Witte Morris. Ratner?s Theorems on Unipotent Flows. – М.: , 2005. – 203 с.
  85. Eli Maor. The Pythagorean Theorem – A 4,000 Year History. – М.: , 2010. – 288 с.
  86. Eli Maor. The Pythagorean Theorem – A 4,000–Year History. – М.: , 2007. – 280 с.
  87. D Eisenbud. Three–Dimensional Link Theory & Invariants of Plane Curve Singularities (Paper). – М.: , 1992. – 180 с.
  88. K Walker. An Extension of Casson?s Invariant (Paper). – М.: , 1992. – 0 с.
  89. G Faltings. Lectures On the Arithmetic Riemann–Roch Theorem (Paper). – М.: , 1992. – 0 с.
  90. Simon Singh. Fermat's Last Theorem. – М.: HarperPerennial, 2011. – 368 с.
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  102. Peter Petrov. Nash problem on spaces of arcs. – М.: LAP Lambert Academic Publishing, 2010. – 68 с.
  103. Orlando Galdames Bravo. Duality Theory for p-th Power Factorable Operators. – М.: Scholars' Press, 2013. – 160 с.
  104. R. Tunc M?s?rl?oglu. Invariant Subspace Theorems. – М.: LAP Lambert Academic Publishing, 2010. – 96 с.
  105. Amit Singh and R C Dimri. A STUDY OF COINCIDENCES AND FIXED POINT THEOREMS. – М.: LAP Lambert Academic Publishing, 2010. – 116 с.
  106. Saeed Mohammed Altwqi,Rashwan Ahmed Rashwan and Ahmed Abd-Almonsf Allam. Convergence Theorems of Fixed Points for Classes of Nonlinear Operator. – М.: LAP Lambert Academic Publishing, 2012. – 104 с.
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  108. Peter Frenkel. New Constructions in Classical Invariant Theory. – М.: LAP Lambert Academic Publishing, 2010. – 68 с.
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  139. Sardanashvily G.A. Handbook of Integrable Hamiltonian Systems. – М.: , 2015. –  с.
  140. Sardanashvily G.A. Handbook of Integrable Hamiltonian Systems. – М.: , 2015. –  с.

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Отзывы
Егор, 27.05
Сейчас позвонил мне преподаватель и сказал что в целом работа нормальная, но есть несколько мелких замечаний.