Calculators function: - Euler numbers of first kind - Euler numbersof second kind - Stirling numbers of first kind - Stirling numbersof second kind - Bell Numbers - Catalan numbers - Factorial -Binomial coefficient - Permutations with repetition - Permutationswithout repetition - Combination with repetitions Leave me acomment and rate. Thanks

The app is a complete free handbook of Discrete Mathematicswhichcovers important topics, notes, materials, news & blogs onthecourse. Download the App as a reference material & digitalbookfor computer science engineering programs & degreecourses.This useful App lists 100 topics with detailed notes,diagrams,equations, formulas & course material, the topics arelisted in5 chapters. The app is must have for all the engineeringsciencestudents & professionals. The app provides quickrevision andreference to the important topics like a detailed flashcard notes,it makes it easy & useful for the student or aprofessional tocover the course syllabus quickly before an exams orinterview forjobs. Track your learning, set reminders, edit thestudy material,add favourite topics, share the topics on socialmedia. You canalso blog about engineering technology, innovation,engineeringstartups, college research work, institute updates,Informativelinks on course materials & education programs fromyoursmartphone or tablet or at http://www.engineeringapps.net/.Usethis useful engineering app as your tutorial, digital book,areference guide for syllabus, course material, projectwork,sharing your views on the blog. Some of the topics Covered intheapp are: 1. Set Theory 2. Decimal number System 3. BinaryNumberSystem 4. Octal Number System 5. Hexadecimal Number System6.Binary Arithmetic 7. Sets and Membership 8. Subsets 9.Introductionto Logical Operations 10. Logical Operations andLogicalConnectivity 11. Logical Equivalence 12. LogicalImplications 13.Normal Forms and Truth Table 14. Normal Form of awell formedformula 15. Principle Disjunctive Normal Form 16.PrincipalConjunctive Normal form 17. Predicates and Quantifiers 18.Theoryof inference for the Predicate Calculus 19. MathematicalInduction20. Diagrammatic Representation of Sets 21. The Algebra ofSets 22.The Computer Representation of Sets 23. Relations24.Representation of Relations 25. Introduction to PartialOrderRelations 26. Diagrammatic Representation of PartialOrderRelations and Posets 27. Maximal, Minimal Elements andLattices 28.Recurrence Relation 29. Formulation of RecurrenceRelation 30.Method of Solving Recurrence Relation 31. Method forsolving linearhomogeneous recurrence relations with constantcoefficients: 32.Functions 33. Introduction to Graphs 34. DirectedGraph 35. GraphModels 36. Graph Terminology 37. Some Special SimpleGraphs 38.Bipartite Graphs 39. Bipartite Graphs and Matchings40.Applications of Graphs 41. Original and Sub Graphs 42.RepresentingGraphs 43. Adjacency Matrices 44. Incidence Matrices45.Isomorphism of Graphs 46. Paths in the Graphs 47. ConnectednessinUndirected Graphs 48. Connectivity of Graphs 49. PathsandIsomorphism 50. Euler Paths and Circuits 51. Hamilton PathsandCircuits 52. Shortest-Path Problems 53. A Shortest-PathAlgorithm(Dijkstra Algorithm.) 54. The Traveling SalespersonProblem 55.Introduction to Planer Graphs 56. Graph Coloring 57.Applicationsof Graph Colorings 58. Introduction to Trees 59. RootedTrees 60.Trees as Models 61. Properties of Trees 62. Applicationsof Trees63. Decision Trees 64. Prefix Codes 65. Huffman Coding 66.GameTrees 67. Tree Traversal 68. Boolean Algebra 69. IdentitiesofBoolean Algebra 70. Duality 71. The Abstract Definition ofaBoolean Algebra 72. Representing Boolean Functions 73. LogicGates74. Minimization of Circuits 75. Karnaugh Maps 76. DontCareConditions 77. The Quine MCCluskey Method 78. IntroductiontoLattices 79. The Transitive Closure of a Relation 80.CartesianProduct of Lattices 81. Properties of Lattices 82.Lattices asAlgebraic System Each topic is complete with diagrams,equationsand other forms of graphical representations for betterlearningand quick understanding. Discrete Mathematics is partofengineering education courses and technology degree programsinvarious universities.

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Notes,quiz,blog and videos of discrete mathematics for engineeringcourses . Mostly topics are covered with diagrams which make easyto learn.it almost cover all important topics which are given belowChapter 1 Set Theory, Relation, Function, Theorem ProvingTechniques 1. Set Theory 2. countable and uncountable sets 3. VennDiagrams 4. proofs of some general identities on sets Relation inVenn Diagrams 5. types of relation 6. composition of relations 7.Equivalence relation 8. Partial ordering relation 9. one-to-oneFunction 10. into and onto function 11. Inverse Functions 12.Pigeonhole Principle Chapter 2 Algebraic Structures 1. Algebraicstructures 2. Abelian group 3. Subgroups 4. cyclic group 5.Homomorphism and isomorphism of Groups 6. Rings and Fields Chapter3 Propositional Logic 1. Proposition 2. Conditional Statements 3.Truth Tables of Compound Propositions 4. Logic and Bit Operations5. PROPOSITIONAL EQUIVALENCES 6. Logical Equivalences 7.Constructing New Logical Equivalences 8. Predicates 9. Quantifiers10. Infinite States and Infinite State Transitions 11. Finite statemachines as language recognizers Chapter 4 Graph Theory 1.Introduction of graphs 2. Basic Terms of Graph Theory 3. Planergraphs 4. multigraph 5. isomorphic Graph 6. paths, cycles, trails,and circuits 7. Shortest paths 8. Eulerian and Hamiltonian pathsand circuits 9. Graph coloring 10. chromatic number 11.Homomorphism and isomorphism of Groups Chapter 5 Posets, HasseDiagram and Lattices 1. Posets, Hasse Diagram 2. ordered set 3.Hasse diagrams 4. isomorphic ordered set 5. well ordered set 6.properties of Lattices 7. bounded and complemented lattices 8.Combinatorics 9. Permutation and combination 10. Binomial Theorem11. Introduction to Recurrence Relation and Recursive algorithms12. Linear recurrence relations with constant coefficients 13.Homogeneous solutions

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GeeksQuiz is a subsidiary of GeeksforGeeksthatwas initiated as an effort to provide quality content forcomputerscience subjects, GATE CS exams and placementpreparation.The app contains all quizzes and articles present on GeekQuiz.TheQuizzes and articles are mainly on following topics1) Programming languages like C C++, Java and2) Data structures (Stack, Queue, Linked List, Tree, etc)3) Algorithms (Sorting, Searching, Dynamic Programming,GreedyAlgorithms, etc)4) GATE CS Topics and previous year Question Papers.5) Computer Science Topics (Operating Systems, DBMS,CompilerDesign, Theory of Computation, Discrete Mathematics)

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