doc. RNDr. Miroslav Kureš, Ph.D.

Institute of Physical and Applied Chemistry (ÚFSCH)

Not applicable.

Differential and integral calculus of functions of one variable, elements of the linear algebra and analytical geometry.

Not applicable.

Not applicable.

Škrášek J., Tichý Z: Základy aplikované matematiky III. SNTL Praha. (CS)
Škrášek J., Tichý Z.: Matematika 1,2. SNTL Praha. (CS)
Polcerová, M.: Matematika II v chemii a v praxi, skripta. FCH VUT v Brně, Brno. (CS)
Veselý P.: Matematika pro bakaláře. VŠCHT Praha. (CS)
http://www.vutbr.cz/elearning (CS)
http://www.vutbr.cz/elearning, J. Tomáš, Integrální počet funkcí více proměnných (CS)
Rektorys K.: Přehled užité matematiky I, II. Prometheus Praha. (CS)
Polcerová M., Polcer J.: Sbírka příkladů z matematiky II. FCH VUT v Brně, Brno. (CS)
Klíč A., Kubíček M.: Matematika III - Diferenciální rovnice. VŠCHT Praha. (CS)
Eliáš J., Horváth J., Kajan J., Šulka R.: Zbierka úloh z vyššej matematiky. ALFA Bratislava. (CS)
Ivan, J.: Matematika 2. Alfa Bratislava. (CS)
Kosmák, L., Potůček, R., Metrické prostory, Academia 2004, ISBN 80-200-1202-8 (CS)
Bubeník F.: Mathematics for Engineers. ČVUT Praha. (CS)
Feymann R. P., Leighton R. B., Sands M.: Feynamnnove prednášky z fyziky, 3. díl. Alfa Bratislava (Addison-Wesley Publ. Comp.). (CS)
Smith, R., Minton, R.B.: Calculus - Early Trancscendental Functions. MacGraw Hill, New York. (CS)
Mortimer, R.: Mathematics for Physical Chemistry. Academic Press, Memphis. (CS)
Jordan, D. W., Smith, P., Mathematical Techniques. Oxford. (CS)

The course uses teaching methods in form of Lecture - 2 teaching hours per week, seminars - 2 teaching hours per week. Compute support - 1 hour per week. The e-learning system (LMS Moodle) is available to teachers and students.

Students must first obtain the credit from seminars. Compulsory attendance at seminars. In the exercises are included 2 tests (each at most 10 points) and a test from the computer support (5 points). In total the exercises can receive a maximum of 25 points. A student has to obtain at least 5 points from each test and at least 2 points from the computer support. (Students are allowed to undergo corrective control work. Evaluation of corrective labor inspection is final.)

The exam is written.

Czech

Not applicable.

The aim of the course is obtaining the theoretical background necessary for studies of physics, particularly the calculus of two variables and elementary kinds of differential equations.

The compulsory attendance at seminars. In the exercises are included 2 tests (each at most 10 points) and a test from the computer support (5 points). In total the exercises can receive a maximum of 25 points. A student has to obtain at least 5 points from each test and 2 points from the thest from the computer support.

• Programme BPCP_CHCHT Bachelor's

  branch BPCO_SCH , 1. year of study, summer semester, 6 credits, compulsory
  

• Programme BKCP_CHCHT Bachelor's

  branch BKCO_SCH , 1. year of study, summer semester, 6 credits, compulsory
  

• Programme BPCP_CHCHT Bachelor's

  branch BPCO_CHTOZP , 1. year of study, summer semester, 6 credits, compulsory
  

• Programme BKCP_CHCHT Bachelor's

  branch BKCO_CHTOZP , 1. year of study, summer semester, 6 credits, compulsory
  

• Programme BPCP_CHCHT Bachelor's

  branch BPCO_CHMN , 1. year of study, summer semester, 6 credits, compulsory
  branch BPCO_CHM , 1. year of study, summer semester, 6 credits, compulsory
  

• Programme BKCP_CHCHT Bachelor's

  branch BKCO_CHM , 1. year of study, summer semester, 6 credits, compulsory
  

• Programme BPCP_CHTP Bachelor's

  branch BPCO_BT , 1. year of study, summer semester, 6 credits, compulsory
  

• Programme BKCP_CHTP Bachelor's

  branch BKCO_BT , 1. year of study, summer semester, 6 credits, compulsory
  branch BKCO_PCH , 1. year of study, summer semester, 6 credits, compulsory
  

• Programme BPCP_CHTP Bachelor's

  branch BPCO_CHP , 1. year of study, summer semester, 6 credits, compulsory
  

• Programme CKCP_CZV lifelong learning

  branch CKCO_CZV , 1. year of study, summer semester, 6 credits, compulsory
  

13 hours, compulsory

RNDr. Marie Polcerová, Ph.D.
doc. RNDr. Miroslav Kureš, Ph.D.