We provide Discrete Mathematics online (apkid: com.faadooengineers.discretemathematics) in order to run this application in our online Android emulator.
Description:
Run this app named Discrete Mathematics using MyAndroid.
You can do it using our Android online emulator.
The app is a complete free handbook of Discrete Mathematics which covers important topics, notes, materials, news & blogs on the course.
Download the App as a reference material & digital book for computer science engineering programs & degree courses.
This useful App lists 100 topics with detailed notes, diagrams, equations, formulas & course material, the topics are listed in 5 chapters.
The app is must have for all the engineering science students & professionals.
The app provides quick revision and reference to the important topics like a detailed flash card notes, it makes it easy & useful for the student or a professional to cover the course syllabus quickly before an exams or interview for jobs.
Track your learning, set reminders, edit the study material, add favourite topics, share the topics on social media.
You can also blog about engineering technology, innovation, engineering startups, college research work, institute updates, Informative links on course materials & education programs from your smartphone or tablet or at http: //www.engineeringapps.net/.
Use this useful engineering app as your tutorial, digital book, a reference guide for syllabus, course material, project work, sharing your views on the blog.
Some of the topics Covered in the app are:
1.\tSet Theory
2.\tDecimal number System
3.\tBinary Number System
4.\tOctal Number System
5.\tHexadecimal Number System
6.\tBinary Arithmetic
7.\tSets and Membership
8.\tSubsets
9.\tIntroduction to Logical Operations
10.\tLogical Operations and Logical Connectivity
11.\tLogical Equivalence
12.\tLogical Implications
13.\tNormal Forms and Truth Table
14.\tNormal Form of a well formed formula
15.\tPrinciple Disjunctive Normal Form
16.\tPrincipal Conjunctive Normal form
17.\tPredicates and Quantifiers
18.\tTheory of inference for the Predicate Calculus
19.\tMathematical Induction
20.\tDiagrammatic Representation of Sets
21.\tThe Algebra of Sets
22.\tThe Computer Representation of Sets
23.\tRelations
24.\tRepresentation of Relations
25.\tIntroduction to Partial Order Relations
26.\tDiagrammatic Representation of Partial Order Relations and Posets
27.\tMaximal, Minimal Elements and Lattices
28.\tRecurrence Relation
29.\tFormulation of Recurrence Relation
30.\tMethod of Solving Recurrence Relation
31.\tMethod for solving linear homogeneous recurrence relations with constant coefficients:
32.\tFunctions
33.\tIntroduction to Graphs
34.\tDirected Graph
35.\tGraph Models
36.\tGraph Terminology
37.\tSome Special Simple Graphs
38.\tBipartite Graphs
39.\tBipartite Graphs and Matchings
40.\tApplications of Graphs
41.\tOriginal and Sub Graphs
42.\tRepresenting Graphs
43.\tAdjacency Matrices
44.\tIncidence Matrices
45.\tIsomorphism of Graphs
46.\tPaths in the Graphs
47.\tConnectedness in Undirected Graphs
48.\tConnectivity of Graphs
49.\tPaths and Isomorphism
50.\tEuler Paths and Circuits
51.\tHamilton Paths and Circuits
52.\tShortest-Path Problems
53.\tA Shortest-Path Algorithm (Dijkstra Algorithm.)
54.\tThe Traveling Salesperson Problem
55.\tIntroduction to Planer Graphs
56.\tGraph Coloring
57.\tApplications of Graph Colorings
58.\tIntroduction to Trees
59.\tRooted Trees
60.\tTrees as Models
61.\tProperties of Trees
62.\tApplications of Trees
63.\tDecision Trees
64.\tPrefix Codes
65.\tHuffman Coding
66.\tGame Trees
67.\tTree Traversal
68.\tBoolean Algebra
69.\tIdentities of Boolean Algebra
70.\tDuality
71.\tThe Abstract Definition of a Boolean Algebra
72.\tRepresenting Boolean Functions
73.\tLogic Gates
74.\tMinimization of Circuits
75.\tKarnaugh Maps
76.\tDont Care Conditions
77.\tThe Quine MCCluskey Method
78.\tIntroduction to Lattices
79.\tThe Transitive Closure of a Relation
80.\tCartesian Product of Lattices
81.\tProperties of Lattices
82.\tLattices as Algebraic System
Each topic is complete with diagrams, equations and other forms of graphical representations for better learning and quick understanding.
Discrete Mathematics is part of engineering education courses and technology degree programs in various universities.
Download the App as a reference material & digital book for computer science engineering programs & degree courses.
This useful App lists 100 topics with detailed notes, diagrams, equations, formulas & course material, the topics are listed in 5 chapters.
The app is must have for all the engineering science students & professionals.
The app provides quick revision and reference to the important topics like a detailed flash card notes, it makes it easy & useful for the student or a professional to cover the course syllabus quickly before an exams or interview for jobs.
Track your learning, set reminders, edit the study material, add favourite topics, share the topics on social media.
You can also blog about engineering technology, innovation, engineering startups, college research work, institute updates, Informative links on course materials & education programs from your smartphone or tablet or at http: //www.engineeringapps.net/.
Use this useful engineering app as your tutorial, digital book, a reference guide for syllabus, course material, project work, sharing your views on the blog.
Some of the topics Covered in the app are:
1.\tSet Theory
2.\tDecimal number System
3.\tBinary Number System
4.\tOctal Number System
5.\tHexadecimal Number System
6.\tBinary Arithmetic
7.\tSets and Membership
8.\tSubsets
9.\tIntroduction to Logical Operations
10.\tLogical Operations and Logical Connectivity
11.\tLogical Equivalence
12.\tLogical Implications
13.\tNormal Forms and Truth Table
14.\tNormal Form of a well formed formula
15.\tPrinciple Disjunctive Normal Form
16.\tPrincipal Conjunctive Normal form
17.\tPredicates and Quantifiers
18.\tTheory of inference for the Predicate Calculus
19.\tMathematical Induction
20.\tDiagrammatic Representation of Sets
21.\tThe Algebra of Sets
22.\tThe Computer Representation of Sets
23.\tRelations
24.\tRepresentation of Relations
25.\tIntroduction to Partial Order Relations
26.\tDiagrammatic Representation of Partial Order Relations and Posets
27.\tMaximal, Minimal Elements and Lattices
28.\tRecurrence Relation
29.\tFormulation of Recurrence Relation
30.\tMethod of Solving Recurrence Relation
31.\tMethod for solving linear homogeneous recurrence relations with constant coefficients:
32.\tFunctions
33.\tIntroduction to Graphs
34.\tDirected Graph
35.\tGraph Models
36.\tGraph Terminology
37.\tSome Special Simple Graphs
38.\tBipartite Graphs
39.\tBipartite Graphs and Matchings
40.\tApplications of Graphs
41.\tOriginal and Sub Graphs
42.\tRepresenting Graphs
43.\tAdjacency Matrices
44.\tIncidence Matrices
45.\tIsomorphism of Graphs
46.\tPaths in the Graphs
47.\tConnectedness in Undirected Graphs
48.\tConnectivity of Graphs
49.\tPaths and Isomorphism
50.\tEuler Paths and Circuits
51.\tHamilton Paths and Circuits
52.\tShortest-Path Problems
53.\tA Shortest-Path Algorithm (Dijkstra Algorithm.)
54.\tThe Traveling Salesperson Problem
55.\tIntroduction to Planer Graphs
56.\tGraph Coloring
57.\tApplications of Graph Colorings
58.\tIntroduction to Trees
59.\tRooted Trees
60.\tTrees as Models
61.\tProperties of Trees
62.\tApplications of Trees
63.\tDecision Trees
64.\tPrefix Codes
65.\tHuffman Coding
66.\tGame Trees
67.\tTree Traversal
68.\tBoolean Algebra
69.\tIdentities of Boolean Algebra
70.\tDuality
71.\tThe Abstract Definition of a Boolean Algebra
72.\tRepresenting Boolean Functions
73.\tLogic Gates
74.\tMinimization of Circuits
75.\tKarnaugh Maps
76.\tDont Care Conditions
77.\tThe Quine MCCluskey Method
78.\tIntroduction to Lattices
79.\tThe Transitive Closure of a Relation
80.\tCartesian Product of Lattices
81.\tProperties of Lattices
82.\tLattices as Algebraic System
Each topic is complete with diagrams, equations and other forms of graphical representations for better learning and quick understanding.
Discrete Mathematics is part of engineering education courses and technology degree programs in various universities.
MyAndroid is not a downloader online for Discrete Mathematics. It only allows to test online Discrete Mathematics with apkid com.faadooengineers.discretemathematics. MyAndroid provides the official Google Play Store to run Discrete Mathematics online.
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