MS Seminar I: Rules, results and some other topics Micha l Ma lafiejski 18/12/2020 General grading system Evaluation Component Points Details Midterm Homework assignments 50 10 x HA, each 5 points...

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MS Seminar I: Rules, results and some other topics Micha l Ma lafiejski 18/12/2020 General grading system Evaluation Component Points Details Midterm Homework assignments 50 10 x HA, each 5 points worth Presentation (B.Th.) 20 speech, beamer-pdf Final exam Research paper 30 (todo) Current midterm evaluation Figure 1: Nov-26 results Figure 2: Dec-3 results (todo) 5 points for HA1 for Tamara T. 1 Midterm evaluation 1.1 Homework assignments There will be 10 homework assignments. Deadlines will be negotiated and announced during meetings. 1 You are obliged to use the following templates of project names which you will share with me: [IBSU-MSI][HAN ]Title of the HA (Name of the Student ) Homework I (5 points). Installation process (deadline: Nov-26) Demonstrate the process of compiling any LATEX file on your home computer (laptop). Show the source code and pdf as the result. Results (5 pts) Davit Beruashvili (5 pts) Roma Gorjomelidze (5 pts) Dimitri Zarkhua (5 pts) Omari Lomsadze (5 pts) Nisani Iosebashvili (5 pts) Levan Inauri (5 pts) Iago Chapidze (5 pts) Katherine Miral (5 pts) Tornike Skhulukhia (5 pts) Amiran Kalandia (5 pts) Tamara Tsetskhladze Homework II (5 points). Write 2-page article (deadline: Dec-03) Write short (not more that 2 pages) article on the subject: Knowledge and Skills. Please use abstract, place a picture, use definition and provide some examples. The following questions may help you: 1. What is Knowledge and what is Skill. Show on the examples and provide some definitions. 2. What are the differences between them? 3. How you may gain knowledge? Explain with details. You may use an example (are of) knowledge. 4. How you may gain a skill? Explain with details. You may use an example skill. 5. Explain or show how can you prove you have knowledge or skill? Homework III (5 points). Math document (deadline: Dec-21) Inside the line n = 23 .. something else Outside the line n = 2 3 .. something else ∑10 i=1 i + 5 Write short (not more that 2 pages) mathematical article on the subject chosen by You. You are obliged to use a few of the following: 2 Theorem 1 Example Theorem. Definition 1 Example definition. Lemma 2 Example lemma. Proposition 3 Example property. Definition 2 Example definition. Note 3 Example note. Moreover, you have to use math formulas, in the text, separate line and multiple lines also. Labels and references are also obligatory to use. At least 25 percent of the article should be math formulas. Homework IV (5 points). Portfolio presentation (deadline: Dec-21) Using beamer package prepare short (max. 10 slides) presentation about your skills and knowledge in IT. Please note that this is not a CV, it is rather like portfolio of your projects and activities in IT sector. Please use the following questions to be more precise: • What was your motivation? • Why have you been participating in the project (hobby, job, other)? • What was the project you have participated in? • How your skills and knowledge increased? Please write also here your favourite technologies (to learn), knowledge or skills to improve. One slide is enough. Homework V (5 points). Source codes in LATEX(deadline: Dec-28) Write a short article or prepare a presentation with the discussion of the short source code inside. The source code should be a real source code which may be executed in any of the languages. Homework VI (5 points). Algorithms in LATEX(deadline: Dec-31) Write a short article or prepare a presentation with the discussion of an al- gorithm. You may choose any algorithm from Combinatorics, Graph Theory, Numerical Methods, etc. Homework VII (5 points). Research and Modeling (deadline: Jan-??) (todo) short article 3 Homework VIII (5 points). Idea and problem definition(deadline: Jan-??) (todo) short article Homework IX (5 points). Background and state of the art(deadline: Jan-??) (todo) short article Homework X (5 points). Clear problem statement and draft thesis(deadline: Jan-??) (todo) TEXT 1.2 Presentation You are obliged to prepare presentation in LATEXusing beamer package. The presented content must concern your Bachelor Thesis. Please use the following elements in the presentation: • Introduction – motivation – background – some example cases – general problem – state of the art • Detailed analysis of the problem – theoretical restrictions – technological barriers – reasons to simplify or restrict the problem – detailed problem statement: ..and that’s why our problem is.. • Thesis Statement – ..and that is why my thesis is as follows.. – what do you claim? – how do you want to solve the problem? – which techniques / technologies / methods do you plan to use to solve the problem? – precise goals and outcomes • Detailed results • Conclusions, future work, etc. • References (articles, websites, books) You will be graded for both presentation in beamer and your soft presenta- tion skills. 4 2 Report (final exam) • find the topic (with my help): best suiting your needs, interests, area of expertise.. • maybe it could be the first probe of your future MSc thesis (title/idea) • maybe it could be something to extend your knowledge (skills?) at your job Goals: • conduct a small research (you should get know (a little) what is a research • to explore state of the art (of a topic/concept/etc) • writing a report (todo) ?? 5
Answered Same DayDec 18, 2021

Answer To: MS Seminar I: Rules, results and some other topics Micha l Ma lafiejski 18/12/2020 General grading...

Amir answered on Dec 19 2021
119 Votes
EULER THEOREM
STATEMENT_________________________________________________________________
If z is a
homogenous function of degree n in x and always holds.
DEFINATION_________________________________________________________________
A function is said to be homogenous function in which the power of each term is same. A function (x,y) is said to be homogenous if x and y value is same to n[1]
Thus a0xn+ a1xn+1y+ a2xn+2y2+……+ an-1xyn-1+ anyn
PROPERTIES_________________________________________________________________
1. On the off chance that 0 ∈ X and f is homogeneous of degree k ̸= 0, at that...
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