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  1. Uma Maheshwari and Santhosh Rebello. Soft Computing Methodologies for Cluster Analysis and Gene Prediction. – М.: LAP Lambert Academic Publishing, 2011. – 56 с.
  2. Hemanta K. Baruah and Dhruba Das. Imprecise Vector. – М.: LAP Lambert Academic Publishing, 2014. – 52 с.

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  1. Haiyan Song, Stephen F. Witt, Gang Li. The Advanced Econometrics of Tourism Demand. – М.: , 2012. – 234 с.
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  11. Peter Reinhard Hansen, Soren Johansen. Workbook on Cointegration. – М.: Oxford University Press, 1998. – 176 с.
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  69. R C Gunning. Lectures On Vector Bundles Over Riemann Surfaces. – М.: , 1992. – 246 с.
  70. Miroslav Lovric. Vector Calculus. – М.: , 2007. – 256 с.
  71. Harry Moritz Schey. Div Grad Curl & All That – An Informal Text on Vector Calculus 2e. – М.: , 1993. – 176 с.
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  73. Paul R Halmos. Finite Dimensional Vector Spaces. – М.: , 2002. – 196 с.
  74. J DONGARRA. Dongarra: ?vector? & Parallel Computing: Issues In Applied Research & Development. – М.: , 1989. – 418 с.
  75. David G. Luenberger. Optimization by Vector Space Methods. – М.: , 1998. – 344 с.
  76. David G. Luenberger. Optimization by Vector Space Methods. – М.: , 1969. – 352 с.
  77. Hm Schey. Div, Grad, Curl and All That – An Informal Text on Vector Calculus 4e. – М.: , 2005. – 0 с.
  78. Ge Blelloch. Vector Models for Data Parallel Computing. – М.: , 1990. – 276 с.
  79. Harry Moritz Schey. Div Grad Curl & All That – An Informal Text on Vector Calculus 3e. – М.: , 1996. – 176 с.
  80. PB BHATTACHARYA. Bhattacharya First Course In ?rings? Fields And Vectors Spaces (paper Only). – М.: , 1977. – 0 с.
  81. GM ZLOKOVIC. Zlokovic: Group Theory & ?g–vector? Spaces In Stru Ct Analysis: Vibration Stab & Statics. – М.: , 1989. – 284 с.
  82. Schaum'S Outline Of Vector Analysis, 2Ed. – М.: , 2011. – 264 с.
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  104. S. S. Biradar. Testing promoter trapping activity of a new vector (pNU435) in tomato. – М.: LAP Lambert Academic Publishing, 2012. – 60 с.
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