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Software engineering | JSE

Software engineering | JSE

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JSE department related channel where you can find related books, links, notes and other useful material The channel is not official and has nothing to do with university administration, it is just some kind blog Issues? @moonlight_coder

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Hi dear students, hope you are enjoying your holidays! Our team from Seeds for The Future has stepped into the Global Competition, and right now and till 8th January we will be fighting for the "People's Choice" award that is going to be as a voting system in Instagram, official page of @huawei ! 🌟 Let's support the incredible Techno Minds team from Uzbekistan in the Tech4Good Global Competition by Huawei! They've developed a groundbreaking smart water filtration system for agriculture that could revolutionize farming practices! 🗳 Your vote in the People's Choice Awards could make a huge difference! Check out the video below with instructions on how to vote and be part of this incredible journey towards sustainable agriculture. Let's support innovation for a better tomorrow! 🌟✨ Link: https://www.instagram.com/reel/C1tsWBIhQKq/?igsh=eGVseGVsOHZ5NnFl Twitter: https://twitter.com/Huawei/status/1743203307101855856

The timetable has been changed for JSE, most of the sessions were moved to the morning classes, check lms!

Things to revise before lessons start
Things to revise before lessons start

Including 2 I guess...

ML hw deadline is 2nd January according to LMS

Numerical methods deadline will be extended to 31th December
Numerical methods deadline will be extended to 31th December

NM Homework 2&3.pdf1.26 KB

Doc file which contains Lecture as well as well as Lab links from Mobile Programming https://docs.google.com/document/d/1zcxMFcbm_zHcWC6T42pOXkZC0s3gMhC4pb2qeUoeBF4/edit?usp=sharing

Assignments to complete: 1. Quiz from DB, ends today 2. NM hw 2, 29.12.2023, Friday 3. MP lab task and hw I guess, 03.01.2024 4. ML hw 3, 02.01.2024 5. OR, 30.12.2023

Lecture 10 from Numerical Methods. There was a problem while uploading it to LMS, so Professor. Sanghyuk sent it to me. @aplusclubnuu

OR notes.pdf

Finding error upperbound for Taylor's polynomial approximations https://www.youtube.com/watch?v=jgavxho8U_k&ab_channel=LarryGreen

Also, the important part, revise differentiation and integration basic and common formulae, I am not sure whether we will be given the list with such formulae, so it is better to remember them

Suggestion to study: 1. Go through slides OR go through chapters 1-5 from the book 2. Solve some of the problem set problems, or resolve the problems that we solved during lab sessions 3. Write down all necessary formulae and learn/remember them

NM Main book.pdf14.53 MB

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NM Week 3 Problem Set.pdf1.32 KB

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NM Lecture 1.pdf8.28 KB