Jaskamal Kainth
Chief Software Engineer, Samsung
Mathematics and Computer Science, BITS Pilani
about
Software Engineer with 6+ years of experience in Data Structures, Algorithms, Elasticsearch, AI/ML (NLP), GenAI, Spring, RESTful Web Services, HTTP/SIP protocol, and AWS Cloud Services.
My strong engineering background is complemented by a dual degree in Mathematics and Computer Science from BITS Pilani, Pilani campus.
In addition to my technical expertise, I am passionate about sharing my knowledge and experience with others. With a focus on enhancing software competency, I have conducted over 200 hours of DSA training and live coding problem-solving sessions for Samsung employees.
I am dedicated to continuously improving my skills and contributing to the growth of the technology industry.
I love solving algorithmic problems on online platforms and I took part in many programming contests, like ACM-ICPC.
Here are my handles of some programming websites.
Codeforces
Codechef
Spoj
HackerRank
Hackerearth
My ICPCID for ACM International Collegiate Programming Contest - 
ICPCID
Blog
Algorithmic Problems and Solutions
- A list of 20 Segment tree problems with difficulty starting from Easy to Hard. Link
- A List of String related problems involving various Algorithms like Z-Algorithm, Trie, Suffix Array, Aho-corasick, Hashing. Link
- A list of Disjoint Set Union problems. Link
- Notes on the Graph Theory concepts and problems. Link
- 7 Solutions to 1 Problem - Find the number of triplets which satisfies the property A[i] < B[j] < C[k].
- Fast fourier transformation to multiply two polynomials in O(nlogn) time. FFT can be used to multiply 2 large numbers in nlogn time as well. More about FFT and its applications in the following links.
- C++ Notes Blog Link
Music
- Music is my only drug. Link
Others
- Notes on the Elasticsearch concepts. Link
Experiments
Experiments with OpenAi Chatgpt
Projects
-
Energy-Efficient Scheduling Algorithms: (May 2018)
Benchmarking Scheduling algorithms like HEFT, Deadline slack, NDES, GDES using C++ to conclude the best algorithm for which the energy consumption is minimum for a real-time parallel application on a heterogeneous distributed embedded system.
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Numerical solutions for PDEs in Option pricing: (Dec 2017)
Applying the B-Spline collocation method and Radial basis function method to solve the Black Scholes equation used in Option pricing.