Sunday, August 16, 2015

IIITD Workshop Day 2 Session IV

Dr. Debajyoti Bera (IIIT-Delhi) and Team Part 1 Click to download the PDF of Presentation
Part 2 Click to download the PDF of Presentation

IIIT Delhi - Computer Science Teachers Workshop Day 2


Share Day 2 Feedback


IIITD Workshop Day 2 Session III

Prof. Rajiv Raman, IIIT Delhi and Team
Click to download PDF of presentation

Revised Schedule for Day 3 - Open Session

IIIT Delhi Workshop for Computer Science Teachers
Day 3 Revised Schedule

Note: New Members are also WELCOME
DAY DATE: SATURDAY, 22nd AUGUST, 2015

TIMESESSION
9:30-10:45Intro to graphs and trees
10:45-11:00Break
11:00-11:30CS as a Discipline and what is done at University
by Prof. Pankaj Jalote and Prof.Dheeraj Sanghi
11:30-11:50Best practices in schools - A brif presentation
11:50-12:10Projects - discussion on the compilation of projects
12:10-12:30Contests for school students -Codechef
12:30 - 1:00Open discussion
(on what can be done for improving CS Education in schools)
01:00-01:30Lunch
01:30 onwardsRound of IIIT Delhi and
See Programmes at Esya

Thursday, August 13, 2015

Problems of Day 1

Problems Day 1: 

Session 1

Problem 1:
You are given an m-bit message. Assume this is at locations 0 to m-1 in an array M. Write a program to compute the Hamming code corresponding to this message in an array S.
Problem 2:
You are given an n×n system of linear equations (n equations in n variables). Write a program to solve this system using Gaussian elimination (the method discussed in class).

Session 2


Problem 1:
Propose an O(n) time algorithm to find the largest element in every contiguous subarray of size k.

For example:
If the array is: {12, 1, 78, 90, 57, 89, 56} and k = 3.
The answer will be: 78, 90, 90, 90, 89

In this case, we find the maximum of elements with indices: (0,1,2), (1,2,3), (2,3,4), (3,4,5) and so on ...

The important point to note is that the time complexity should be independent of k. You can use auxiliary data structures such as stacks and queues.

Problem 2:

Assume that I have an unsorted array with n elements. Each element is an integer between 0 and (n-1). Propose an O(n) time algorithm for sorting this array.