Browsing by Author "Muhammad Nasir"

Now showing 1 - 4 of 4

Bookie
(Library Information Services, COMSATS University Islamabad, Lahore Campus., 2020-11-20) Munib Ur Rehman Ghani; FA16-BSE-030; Muhammad Nasir; LHR TP 6239
Books are so important that it helps us in every point I.e. it makes us satisfied, improve our self esteem, helps with stress problems, inspire us etc. but nowadays no one likes to read them because of many problems, that’s why we’re making Bookie to help people with book related problems. Bookie is a platform where anyone can buy and/or rent/sell any book they want just by selecting book name, author or ISBN. Bookie provide many different facilities to their users such as they can view hot/top selling books, User can rent/sell any books he/she wants to another user, can provide rating to a book. Moreover, this website also provides renting of different categories of books to different people at an affordable rate as some people can’t buy expensive books and some can’t find them in book shops. People should be able to rent book they want by just selecting book name, author or ISBN.
Degree Based Topological Co-Indices of Graphs
(Library Information Services, COMSATS University Islamabad, Lahore Campus, 2020) Muhammad Nasir; SP19-RMT-032; LHR TP 6481; Dr. Muhammad Kamran Siddiqui
Graph theory is playing a key role in applied and pure mathematics. The scope of graph theory is expanding day by day. In this thesis we computed some topological coindices like as First and Second zagreb co-index, First and Second multiplicative zagreb coindex, Forgotton topological coindex, Atom bond connectivity coindex, Geometric arithmetic coindex and general Randic coindex for ∝= 1,−1, ଵ ଶ ,−ଵ ଶ for some chemical and networking graphs like as David derived network; ??(2), Dominating david derived network; ???(2), Regular Triangular Silicate network of dimension n; ????(?), Triangular chain cactus; ??, Oraganosilicon dendrimer ?[?]; ? ≥ 1; 2, Para chain square cactus; ?? ,Ortho chain square cactus; ??, Tetrathiafulvalene dendrimers; ??2[?]. My thesis comprising of four chapters. In the first chapter we will define some fundamental definitions. In the 2nd chapter, we will find Co-indices for David derived network, dominating David derived network, Regular triangular silicate network of dimension ? and Oraganosilicon dendrimer ?[?] graphs. In the 3rd chapter, we will find Triangular chain cactus, Para chain square cactus, Ortho chain square cactus, Tetrathiafulvalene dendrimers. In the 4th chapter, we will present the conclusion of our thesis. In the last, we will present the refrences of our thesis.
On 4th Order Iterative Methods for Nonlinear Equations
(Library Information Services COMSATS University Lahore Campus, 2024-03-17) Muhammad Nasir; SP23-RMT-020; Dr. Muhammad Rafiullah; LHR TP 9573
The main objective of this study is Fourth-order iterative techniques to solve nonlinear equations. In numerous scientific and engineering problems, the nonlinear equations are indispensable and their solution are based on suitable and accurate methods. Fourth-order iterative techniques have been used to solve equations due to their high computational and ideal convergence order. The fourth-order iterative techniques of Chun, Ren, et al., and Qureshi et al. are reviewed and analyzed with a focus on function per iteration, error term, and efficiency indices in this study. Using a comparative analysis, we have demonstrated a new technique from Noor which is computationally efficient and accurate. The results also show that better error correction and optimization techniques significantly contribute to the performance of these methods. In order of convergence and efficiency comparison of their performance, this work provides important understanding
Rauts
(Library Information Services, COMSATS University Islamabad, Lahore Campus., 2020-11-20) AHMAD AKRAM; CIIT/SP16-BCS-098/LHR; Muhammad Nasir; LHR TP 6281
The android gaming industry is blooming in the current times and the number of players worldwide is increasing with a rapid pace. There is a constant supply of fresh games in all the genres. However, there is a lack of Death-killer based games on the android platform, as compared to the PC and other gaming consoles. Specifically, games that provide simple and addictive layout. We plan to take this lack as an opportunity and develop an action/adventure game for Android smartphones that will feature a Death-killer based hyper casual multiplayer game, a fast-paced gameplay, and visually stunning graphics and artwork.