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PROBABILITY THEORYPROBABILITY THEORY
AND MATHEMATICALAND MATHEMATICAL
STATISTICSSTATISTICS
Svetlana Medvedeva
2 semester - spring semester of the first year of a bachelor's degree
Bachelor's program
"Computer Science and Engineering"
Information about courseInformation about course
Number of groups – 6 (80 students)
Number of people in group - 11-16.
Of these males - 85%, females – 15%
Preliminary courses:
Algebra and geometry
Mathematical analysis
Discrete mathematics
2
Distribution of working timeDistribution of working time
3
IntroductionIntroduction
4
Research in the field of development andResearch in the field of development and
application software trainingapplication software training
to mathematical disciplines are conducted at theto mathematical disciplines are conducted at the
Department of Applied Mathematics andDepartment of Applied Mathematics and
Informatics KNRTU-KAIInformatics KNRTU-KAI
Start Research – 1990
Direction of preparationDirection of preparation
"Computer Science and Engineering""Computer Science and Engineering"
5
Year Standard Semester Total per
semester
(hours)
Semester Total per
semester
(hours)
In total
(hours)
1990 ГОС 5 102 6 102 204
2000 ГОС 5 102 6 102 204
2003 ГОС 2 4 100 100
2005 ГОС 2 4 100 100
2007 ГОС 2 4 100 100
2010 ГОС 2 4 100 100
2011 ФГОС 2 144 144
2012 ФГОС 2 144 144
2014 ФГОС 2 144 144
Direction of preparationDirection of preparation
"Computer Science and Engineering""Computer Science and Engineering"
6
Year Standard Semester Weeks
in
the
semester
Total per
semester
(hours)
Aud.
work
(hours)
Ind.
work
(hours)
In total
(hours)
2003 ГОС 2 4 17 100 68 32 100
2005 ГОС 2 4 17 100 68 32 100
2007 ГОС 2 4 17 100 68 32 100
2010 ГОС 2 4 17 100 68 32 100
2011 ФГОС 2 18 144 72 72 144
2012 ФГОС 2 18 144 72 72 144
2014 ФГОС 2 18 144 72 72 144
Computer textbook "IntroductionComputer textbook "Introduction
to Mathematical Statistics"to Mathematical Statistics"
Developers of computer tutorialDevelopers of computer tutorial
"Introduction to Mathematical"Introduction to Mathematical
Statistics"Statistics"
Contents of computer tutorial
10
Plotting a computer tutorialPlotting a computer tutorial
The structure of the information model of
computer training
Modules of subsequent levels
invariant
cycle of
knowledges
invariant
cycle of
skills
Modules of previous levels
invariant
module
training
Instrumental environment
for e-learning
12
LMS Lotus Learning Space 5.0 (2001)
Fragment of practical training
Instrumental environment
for e-learning
13
IBM Workplace Collaborative Learning (2009)
training Mode
Instrumental environment
for e-learning
14
IBM Workplace Collaborative Learning
An example of computer-based learning
solution of practical problems
Instrumental environment
for e-learning
15
LMS Blackboard (2011)
Development of page of training material
e-course in developer mode in Blackboard
Instrumental environment
for e-learning
16
NetBeans IDE interface with an example
applet development
Thank you for your attention
17

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Probability Theory and Mathematical Statistics

  • 1. PROBABILITY THEORYPROBABILITY THEORY AND MATHEMATICALAND MATHEMATICAL STATISTICSSTATISTICS Svetlana Medvedeva 2 semester - spring semester of the first year of a bachelor's degree Bachelor's program "Computer Science and Engineering"
  • 2. Information about courseInformation about course Number of groups – 6 (80 students) Number of people in group - 11-16. Of these males - 85%, females – 15% Preliminary courses: Algebra and geometry Mathematical analysis Discrete mathematics 2
  • 3. Distribution of working timeDistribution of working time 3
  • 4. IntroductionIntroduction 4 Research in the field of development andResearch in the field of development and application software trainingapplication software training to mathematical disciplines are conducted at theto mathematical disciplines are conducted at the Department of Applied Mathematics andDepartment of Applied Mathematics and Informatics KNRTU-KAIInformatics KNRTU-KAI Start Research – 1990
  • 5. Direction of preparationDirection of preparation "Computer Science and Engineering""Computer Science and Engineering" 5 Year Standard Semester Total per semester (hours) Semester Total per semester (hours) In total (hours) 1990 ГОС 5 102 6 102 204 2000 ГОС 5 102 6 102 204 2003 ГОС 2 4 100 100 2005 ГОС 2 4 100 100 2007 ГОС 2 4 100 100 2010 ГОС 2 4 100 100 2011 ФГОС 2 144 144 2012 ФГОС 2 144 144 2014 ФГОС 2 144 144
  • 6. Direction of preparationDirection of preparation "Computer Science and Engineering""Computer Science and Engineering" 6 Year Standard Semester Weeks in the semester Total per semester (hours) Aud. work (hours) Ind. work (hours) In total (hours) 2003 ГОС 2 4 17 100 68 32 100 2005 ГОС 2 4 17 100 68 32 100 2007 ГОС 2 4 17 100 68 32 100 2010 ГОС 2 4 17 100 68 32 100 2011 ФГОС 2 18 144 72 72 144 2012 ФГОС 2 18 144 72 72 144 2014 ФГОС 2 18 144 72 72 144
  • 7. Computer textbook "IntroductionComputer textbook "Introduction to Mathematical Statistics"to Mathematical Statistics"
  • 8. Developers of computer tutorialDevelopers of computer tutorial "Introduction to Mathematical"Introduction to Mathematical Statistics"Statistics"
  • 10. 10 Plotting a computer tutorialPlotting a computer tutorial
  • 11. The structure of the information model of computer training Modules of subsequent levels invariant cycle of knowledges invariant cycle of skills Modules of previous levels invariant module training
  • 12. Instrumental environment for e-learning 12 LMS Lotus Learning Space 5.0 (2001) Fragment of practical training
  • 13. Instrumental environment for e-learning 13 IBM Workplace Collaborative Learning (2009) training Mode
  • 14. Instrumental environment for e-learning 14 IBM Workplace Collaborative Learning An example of computer-based learning solution of practical problems
  • 15. Instrumental environment for e-learning 15 LMS Blackboard (2011) Development of page of training material e-course in developer mode in Blackboard
  • 16. Instrumental environment for e-learning 16 NetBeans IDE interface with an example applet development
  • 17. Thank you for your attention 17