#1
28th March 2013, 10:39 AM
| |||
| |||
Erode Arts College for Women, Erode
Here I am looking for MCA syllabus offered by Erode Arts College so can you please tell me from where I can get it??
|
#2
30th March 2013, 05:01 PM
| |||
| |||
Re: Erode Arts College for Women, Erode
Erode Arts College was established in 1995. This college offers wide range of courses under various departments which are listed below: Department of Erode Arts College are listed below: Department of Chemistry Department of Economics Department of Business Management Department of Botany Department of Corporate Secretary Department of Physical Education Department of Zoology Department of Electronics Department of Maths & Computer Science Department of Commerce Department of Physics Department of History Here I am providing you syllabus of MCA for Erode Arts College UNIT I Mathematical Logic : Connectives , Conditional and Biconditional Statement. Well-formed Formulas, tautologies - Equivalence of Formulas - Duality Law. Set Theory: Definition of set - Empty set - Inclusion and Equality of set - Power set - Proper subset - Union and Intersection of Sets - Disjoint Sets - Mutually disjoint - Complement of set - Relative and Absolute complement - Venn diagram – De Morgan’s law - Cartesian Products . UNIT II Binary Relations - Properties of Binary relations in a Set - Relations Matrix and Graph of a Relation - Equivalence relations ,Compatibility relations and composition of relation. Functions: Definition of function, into, onto, one-to-one and one-to-one correspondence mapping. Composition of functions and Inverse functions. UNIT III Algebraic Structure : Semi group and Monodies - Definitions and Examples - Homomorphism of Semi group and Monodies - Sub semi group and Sub monodies. Grammars and Language : Definition of Grammar and types of Grammars. Notions of Syntax analysis. Groups : Definition and Example - Simple problems . Cosets and Lagrange’s theorem. UNIT IV Lattices : Definition and Examples. Some properties of Lattices. Theorems related to Isotonicity , Distributive inequalities and Modular inequality. Boolean Forms and Free Boolean Algebra - Values of Boolean Expressions and Functions. Representation and Minimization of Boolean Functions. UNIT V Graph Theory: Basic Concepts of Graph theory - Basic Definitions - Path - Reachability - Connectedness - Matrix Representation of Graphs - Trees - Basic Definitions – Different types of Trees . Strorage representation and Manipulation of graphs. Rest of the detailed syllabus is attached in below file which is free of cost for you. Contact Detail: Erode Arts College Rangampalayam , Erode, Tamil Nadu, India - 638 009 |
|