CBNST BOOK FOR MCA STUDENTS ACORDING UPTU

Its a nice book for students of MCA and B.E . There are a lot of solved questions on every topic.  Example gives you a extra edge to understand this subject.It has nice collection of questions. In short i can say that it is a nice creative work of Mr. Udit Aggrwal. I like to congrats him for this valuable book for students.

USE YOUR BRAIN WITH JAVA

These are nice books on JAVA Technology . Enjoy study and search pearls of creativity in depth of java.   

REGARDING THE USE CALCULATORS IN THE UNIVERSITY EXAMINATION

LIST OF PERMISSIBLE CALCULATORS-

CASIO- fx 82 ES, fx 9928S, fx.........MS series, along with the order models viz. fx 100, fx 115, fx 82, fx 80, series of calculators. The whole of the presently available fx...... MS series of CASIO calculators are permissible. The manufacturer lists these calculators as standard Scientific Calculators.

TEXAS INSTRUMENTS- TI 30, TI 34, TI 36, series of calculators.

HEWLETT PACKERD- HP9s, HP 30s series of calculators.

LIST OF NON PERMISSIBLE CALCULATORS-

CASIO-         fx ........G, fx..... GB, CFX........GB

                     fx..........p, fx......PA, fx.............Pv, fx.......LA series of             calculators.

ORPAT         fx............P series of calculators.

TEXAS INSTRUMENTS- TI 73, TI 83, TI 84, TI 86, TI 89, Voyage 200 series of calculators.

 HEWLETT PACKERD- HP 33 S, 9G, HP 39G, HP 48G, HP 49G, series of calculators.

UPTU SYLLABUS - COMPUTER BASED NUMERICAL AND STATISTICAL TECHNIQUES (MCA-212)

MCA-212: COMPUTER BASED NUMERICAL AND  STATISTICAL TECHNIQUES

Unit-I
Floating point Arithmetic: Representation of floating point numbers, Operations, Normalization, Pitfalls of floating point representation, Errors in numerical computation
Iterative Methods: Zeros of a single transcendental equation and zeros of polynomial using Bisection Method, Iteration Method, Regula-Falsi method, Newton Raphson method, Secant method, Rate of convergence of iterative methods.
Unit-II
Simultaneous Linear Equations: Solutions of system of Linear equations, Gauss Elimination direct method and pivoting, Ill Conditioned system of equations, Refinement of solution. Gauss Seidal iterative method, Rate of Convergence
Interpolation and approximation: Finite Differences, Difference tables
Polynomial Interpolation: Newton’s forward and backward formula
Central Difference Formulae: Gauss forward and backward formula, Stirling’s, Bessel’s, Everett’s formula.
Interpolation with unequal intervals: Langrange’s Interpolation, Newton Divided difference formula, Hermite’s Interpolation
Approximation of function by Taylor’s series and Chebyshev polynomial
Unit-III
Numerical Differentiation and Integration: Introduction, Numerical Differentiation, Numerical Integration, Trapezoidal rule, Simpson’s rules, Boole’s Rule, Weddle’s Rule Euler- Maclaurin Formula
Solution of differential equations: Picard’s Method, Euler’s Method, Taylor’s Method,
Runge-Kutta methods, Predictor-corrector method, Automatic error monitoring, stability of solution.
Unit-IV
Curve fitting, Cubic Spline and Approximation: Method of least squares, fitting of straight lines, polynomials, exponential curves etc
Frequency Chart: Different frequency chart like Histogram, Frequency curve, Pi-chart.
Regression analysis: Linear and Non-linear regression, Multiple regression
Unit-V
Time series and forcasting: Moving averages, smoothening of curves, forecasting models and methods. Statistical Quality Controls methods
Testing of Hypothesis: Test of significance, Chi-square test, t-test, ANOVA, F-Test
Application to medicine, agriculture etc.

References:
1. Rajaraman V., “Computer Oriented Numerical Methods”, PHI
2. Gerald & Wheatley, “Applied Numerical Analyses”, AW
3. Jain, Iyengar and Jain, “Numerical Methods for Scientific and Engineering Computations”, New Age Int.
4. Grewal B. S., “Numerical methods in Engineering and Science”, Khanna Publishers, Delhi
5. T. Veerarajan, T Ramachandran, “Theory and Problems in Numerical Methods”, TMH
6. Pradip Niyogi, “Numerical Analysis and Algorithms”, TMH
7. Francis Scheld, “Numerical Analysis”, TMH
9. Gupta S. P., “Statistical Methods”, Sultan and Sons

UPTU SYLLABUS -OBJECT ORIENTED SYSTEMS (MCA-412)

MCA-412 : OBJECT ORIENTED SYSTEMS

Unit – I
Object Modeling: Objects and classes, links and association, generalization and inheritance, aggregation, abstract class, multiple inheritance, meta data, candidate keys, constraints.
Unit – II
Dynamic Modeling: Events and states, operations, nested state diagrams and concurrency, advanced dynamic modeling concepts, a sample dynamic model.
Unit – III
Functional Modeling: Data flow diagram, specifying operations, constraints, a sample functional model.OMT (object modeling techniques) methodologies, examples and case studies to demonstrate methodologies, comparisons of methodologies, SA/SD, JSD.
Unit – IV
Java Programming: Introduction, Operator, Data types, Variables, Methods & Classes, Multithread Programming, I/O, Java Applet.
Java Library: String Handling, Input/Output exploring Java.io, Networking, Applets classes, Event Handling, Introduction to AWT, Working with window, Graphics, AWT Controls, Layout Manager and Menus, Images, Additional packages.
Unit – V
Software Development using Java:
Java Beans, Java Swing, Java Servlets, Migrating from C++ to java, Application of java, Dynamic Billboard Applet, Image Menu: An image based menu, Lavatron Applets, Scrabblets, JDBC, Brief functioning of upper layer E-mail and their applications.

Text Books:
1. James Rumbaugh etal, “Object Oriented Modeling and Design”, PHI
2. Herbert Schieldt, “The Complete Reference: Java”, TMH.
3. E. Balagurusamy, “Programming in JAVA”, TMH.
References:
1. Booch Grady, “Object Oriented Analysis & Design with application 3/e”, Pearson
Education, New Delhi.
2. Bjarne Stroustrup, “C++ Programming Language”, Addison Wesley
3. E. Balagurusamy, “Object Oriented Programming with C++”, TMH