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--- mathematics2 [2016/05/09 11:52] – Gejza Dohnal
+++ mathematics2 [2017/05/08 14:06] – Tomáš Bodnár
@@ Řádek 11: / Řádek 11: @@
 === Lecturers ===
-[[gejza.dohnal@fs.cvut.cz|prof. RNDr. Gejza Dohnal, CSc.]],  Office: KN:B-205\\
+[[Tomas.Bodnar@fs.cvut.cz|Mgr. Ing. Tomáš Bodnár, PhD.]],  Office: KN:D-303\\
-   * lectures: Monday, 2:15 - 3:45 p.m. and 4:00 - 5:30 p.m.
+   * lectures: Monday, 12:30 - 14:00 and Tuesday 12:30 - 14:00.
 [[tomas.neustupa@fs.cvut.cz|RNDr. Tomáš Neustupa, Ph.D.]],  Office: KN:B-214
-   * lectures: Tuesday, 2:15 - 3:45 p.m. and Friday 9:00 - 9:30 a.m.
+   * lectures: Friday 9:00 - 10:30 and 10:45 - 12:15
+=== Exams ===
+The exams from Mathematics II (level A and B) will be organized in the same way as in Mathematics I. There are several necessary conditions to be fulfilled by students in order to be admitted to the exam:
+  * Student must have a //valid assessment// from tutorials registered in the electronic system KOS. (students without valid assessment can't subscribe for the exam)
+  * Student has to //subscribe (register) in the KOS// system for the chosen date and level of the exam. (students who will be not subscribed for the exam in the KOS system can't participate in the exam)
+  * Student should come to the exam //in time//, i.e. he/she should be present in the examination room at least 10 minutes before the official start of the exam. (students who will come late, will be not allowed to participate in the exam)
+These conditions will be followed strictly, without any exceptions.
 === Literature: ===
@@ Řádek 33: / Řádek 40: @@
   * {{:double_integral.pdf|Double integral}} [{{::dvojny_intregral.pdf|Dvojný integrál}}]
   * {{::triple_integral.pdf|Triple integral}} [{{::trojny_integral.pdf|Trojný integrál}}]
-  * {{::line_integral_1.pdf|Line integral}} [{{::krivkovy_integral.pdf|Křivkový integrál}}]
+  * {{::line_integral_1.pdf|Line integral}} [{{::krivkovy_integral_komplet.pdf|Křivkový integrál}}]
-  * Surface integral [{{::plosny_integral_skalarni_funkce.pdf|Plošný integrál}}]
+  * {{::surface_integral.pdf|Surface integral}} [{{::plosny_integral_skalarni_funkce.pdf|Plošný integrál}}]
+  * Divergence theorem [{{::veta_gauss_ostrogradsky.pdf|Gaussova-Ostrogradského věta}}]