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Satinder Bal Gupta view complete profile. The sixth edition of mathemtics book ‘Discrete Mathematics and Structures’ is an outcome of author’s continuous discussions with his colleagues and students.
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Unlike other books, this book helps the readers to develop mathematical maturity and understand the basic concepts of Discrete Mathematics and Structures.
Extensive in its coverage, each new concept is gently introduced and then reinforced by a lot of solved examples. Questions from various examinations have been incorporated to enable the students to understand gupfa latest trends in paper-setting. The objects of a set are called elements or members of the set.
Objects can be numbers, alphabets, names etc. Principle of Inclusion and Exclusion Price 2. It is denoted as P and read as cardinality of set P. Mathematical Induction Price 2. These lines may be directed or undirected. A tree is an acyclic graph or graph having no cycles. A tree or general tree is defined as a non-empty finite set of elements called vertices or nodes having the property that each node can have minimum degree 1 and maximum degree n. Propositional Calculus Price 2. It is a declarative sentence.
Probability Theory Price 2. It is generally possible to predict the future of an event quantitatively with a certain probability of being correct. The probability is used in such cases where the outcome of trial is uncertain. Counting Techniques Price 2. Sequences and Series Price 2. Recurrence Relations and Generating Functions Price 2.
Algebraic Structures Price 2. Posets and Lattices Price 2. Boolean Algebra Price 2. Finite Automata and Languages Price 2. Their operations can be simulated by a very simple computer program.
They have applications in modelling hardware, building compilers, program verification, and so on.
About the Author SG. Tags discrete mathematics mathematics mathematical induction principle of inclusion and exclusion functions algorithms graphs trees propositional calculus probability theory counting techniques sequences and series recurrence relations and generating functions algebraic structures posets and lattices finite automata and languages dr.
Discrete Structures by Dr.
Discrete Mathematics and Structures
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