Discrete Mathematics Notes: Discrete Mathematics Handwritten Notes PDF If you are looking for Discrete Mathematics handwritten notes PDF, then you have come to the right place. This is where you will find free and downloadable notes for the topic.
Discrete Mathematics handwritten notes PDF are incredibly important documents for the study of this subject. All the students who wish to pursue careers in programming and computer science must use the discrete mathematics handwritten notes PDF to their full advantage.
These Lecture Notes will help you in your exams by providing you with efficient notes and will also help ease some nervousness and anxiety that may arise from the need to do well in exams.
 Discrete Mathematics reference books
 Discrete Mathematics curriculum
 List of Discrete Mathematics important questions
 FAQs about Discrete Mathematics
 Conclusion
Introduction to Discrete Mathematics Handwritten Lecture Notes PDF
Discrete Mathematics is an important subject in the fields of mathematics and computer science. It is differentiated from continuous mathematics, such that the numbers are starkly different from each other. They can be used to create various programs, algorithms and software, and is also used in the field of cryptography and for proving theorems.
Discrete structures in mathematics can be either finite or infinite, depending on its properties. Also, combinatorics or combinations, set theory, logic statements and graphs are all important components of discrete mathematics.
Here are some notes for Discrete Mathematics:
 Discrete Mathematics Handwritten Notes PDF
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 Discrete Mathematics Note PDF Download
BSc Computer Science Discrete Mathematics Handwritten Notes PDF – Free Download
Computer Science is the subject of study which incorporates discrete mathematics to the fullest. It is one of the most important subjects in Computer Science because Discrete Mathematics is what we use to formulate many components:
 Algorithms
 Programming languages
 Various software
 Set theory
 Logical statements
 Graph theory
 Computability
Discrete Mathematics Reference Books
Reference books are some of the best tools to utilise for our studies because they have not only important questions and answers but also accurate notes to refer to when studying.
Discrete Mathematics reference books are of utmost importance to students, especially those who are pursuing computer science. The subject can be confusing, but discrete mathematics reference books take the confusion away by providing discrete mathematics handwritten notes as well as printed notes for the subject.
The following is a list of the best reference books available out there for the preparation of students for Discrete Mathematics studies.
 Introduction to Counting & Probability by David Patrick
 Intermediate Counting & Probability by David Patrick
 Elements of Discrete Mathematics by C.L. Liu
 Discrete Mathematics and Application by Kenneth Rosen
 Concrete Mathematics by Ronald Graham, Donald Knuth and Oren Patashnik
 Discrete Mathematical Structures with applications to Computer Science by J.P. Tremblay and R. Manohar
 Graph Theory by Frank Harary
 The Art of Computer Programming (Vol. 1) by Donald Knuth
 Combinatorial Problems and Exercises by Laszlo Lovasz
 Discrete Combinatorial Mathematics Applied Introduction by Grimaldi
 A Course in Combinatorics by van Lint and Wilson
 An Invitation to Discrete Mathematics by Jiri Matousek & Jaroslav Nesetril
 Introduction to Discrete Mathematics by S.V. Yablonsky
 Discrete Mathematics with Applications by Susanna Epp
Discrete Mathematics Curriculum
The best way to do any kind of work is first to formulate a skeleton or a structure for the work you would like to do. This same concept carries over to when we have to study or prepare for an examination. It is best to create a structure of study before we start studying and to do this, it is important to know the Discrete Mathematics curriculum like the back of your hand.
The following is the unitwise and topicwise curriculum for the subject Discrete Mathematics.
Unit 
Topics 
Sets and Sequences: Data Models 

Describing Sets: Logic & Proofs 

Relational Structures on Sets: Relations & Graphs 

Sizes of Sets: Counting & Combinatorics 

Structured Sets : Algebraic Structures 

List of Discrete Mathematics Important Questions
While studying, one of the most important parts of preparing to the best of our abilities is looking at the important questions for the subject. Similarly, when preparing for an exam for Discrete Mathematics, looking at Discrete Mathematics important questions is vital for the best level of preparation.
We understand how necessary it is to look at Discrete Mathematics important questions. Thus, for your benefit, we have listed down some Discrete Mathematics important questions for you to utilise to the maximum.
Graphical questions about the Euler path or Euler circuit
 Find the Euler path or an Euler circuit, if it exists, from the given graphs that follow.
 Establish an isomorphism between the 2 following graphs.
Proofs
 State and prove Lagrange’s theorem.
 State and prove Cayley’s representation theorem.
 State and prove the fundamental theorem of a group homomorphism.
 State and prove the isotonic property, distributive inequality and modular inequality.
 Prove that if a graph H has not more than two vertices of odd degree, then there can be an Euler path in G.
 State and prove De Morgan’s Laws in lattices and Boolean Algebra.
 In a distributive lattice, prove that the complement of an element, if it exists, is unique.
 In Boolean algebra, show that ab1+ a1b=0 if and only if a=b.
 Use mathematical induction to prove that n3+2n is divisible by 3 for all integers n1.
 State and prove the pigeonhole principle.
 State and prove the generalized pigeonhole principle.
FAQs about Discrete Mathematics Notes
Question 1.
What is Discrete Mathematics?
Answer:
Discrete Mathematics is a subject of study which is incredibly pertinent in the subject of Computer Science. Discrete Mathematics focuses on graphs, combinatorics, sets, logical statements, etc. It uses logical notions to mathematically define and reason with fundamental data types and structures that are used to formulate algorithms, systems, software, etc.
Question 2.
What are the best Discrete Mathematics reference books?
Answer:
There are various Discrete Mathematics reference books that students can refer to. The best books out of these which most students prefer to refer to are “Discrete Mathematics and Application” by Kenneth Rosen and “Concrete Mathematics” by Ronald Graham, Donald Knuth and Oren Patashnik.
Question 3.
What are the basic units which are studied in the Discrete Mathematics course?
Answer:
The basic units which are part of the Discrete Mathematics course are as follows:
 Sets & Sequences : Data Models
 Describing Sets: Logic & Proofs
 Relational Structures on Sets: Relations & Graphs
 Sizes of Sets: Counting & Combinatorics
 Structured Sets: Algebraic Sets
Question 4.
What are some of the Discrete Mathematics important questions?
Answer:
There are various Discrete Mathematics important questions that pertain to graphical questions as well as questions where proofs are required. Here are some Discrete Mathematics important questions:
 State and prove Lagrange’s theorem.
 In a distributive lattice, prove that the complement of an element, if it exists, is unique.
 Establish an isomorphism between the 2 following graphs.
 State and prove the isotonic property, distributive inequality and modular inequality.
Other important questions about Discrete Mathematics have been listed above.
Conclusion
To conclude, we would like to let you know that the Discrete Mathematics Handwritten Notes PDF will be beneficial for you. They have been compiled with the utmost care for the student to do exceptionally well in their exams. It is always useful to have some extra help with studying, especially during the preparations for examinations. Hopefully, our provided Discrete Mathematics Handwritten Notes PDF have been helpful for you to learn. Do download them free of cost and utilise them in the best way possible.