Computational mathematics

Computational Mathematics Coaching & Tuition Classes In Delhi-NCR Join Best BTech Coaching & Tuition Classes For Electronic Engineering, Electrical Engineering, Mechanical Engineering, Computer Science and Civil Engineering For All Subjects. Set Theory: Set and subsets, Empty set and power set, Equality of sets, operations on sets Cartesian Product of sets, Relations,Domain and Range of a Relation, Equivalence relation, Equivalence classes, Functions, Special type of Functions (Injective, Surjective and Bijective), Identity function, composite Functions, Invertible Functions, Groups, Semi Group and Monoid, Subgroup, More characterizations of a Group, Rings, Some Special classes of Ring, Subring, Algebra of Subrings, Ideals and quotient rings, Properties of integral domains, Fields, Field of Fractions. Combinatories: Mathematical induction, Recurrence Relations, The Characteristic Polynomial, Generating Functions, The Principle of Inclusion-Exclusion, The Addition and Multiplication Rules, The Pigeon-Hole Principle, Permutations and Combinations. Mathematical Logic: Propositions, Connectives, Truth Table, Propositional Equivalence, Logical Equivalence, Tautologies, Predicates and Quantifiers, Negations. Linear Algebra: Characteristic Equations, Eigen Values and Eigen Vectors, Properties of Eigen Values, Cayley-Hamilton Theorem, Reduction to Diagonal form, Canonical forms. For More Details Contact 9650308924

This second edition is a comprehensive treatment of all straightforward aspects of Padé approximation, and the authors develop some themes to the level of current research. They extensively cover applications to statistical mechanics and critical phenomena, and there are newly extended sections devoted to circuit design, matrix Padé approximation, computational methods, and integral and algebraic approximants. The new edition also contains a chapter on multiseries approximants. The book contains an extensive bibliography of recent monographs on other specialized material. This succinct and straightforward treatment will appeal to scientists, engineers, and mathematicians alike.

This introduction to certain mathematical topics central to theoretical computer science treats computability and recursive functions, formal languages and automata, computational complexity, and cruptography. The presentation is essentially self-contained with detailed proofs of all statements provided. Although it begins with the basics, it proceeds to some of the most important recent developments in theoretical computer science.

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Type Workshops Winter Training and Internship Program on CFD in association with Altair Engineering CFD at bangalore Dates: 17 Jan - 22 Jan, Fee: ₹ per participant Pay Now: Register by paying ₹ now and remaining amount has to be paid at the venue Course Introduction Computational Fluid Dynamics is the area of engineering that deals with the numerical simulation and analysis of fluid flows encountered by an engineer (mechanical, automobile, aeronautical, civil, environmental and so on) daily in multitude of circumstances. CFD is a very robust technique that finds wide applications in various industry sectors. There is an immense need for engineers, who understand and can apply the techniques of CFD to solve a variety of design, analysis and optimisation problems. This course on Basics of CFD certified by Altair Engineering is a peek into this highly demanding field and will be a door to the numerous opportunities for engineers. Course Highlights Part of the Altair - AerotriX CFD Challenge Industry Certification by Altair Engineering Free 1 year student licenses of CFD software by Altair Engineering for participants Hands-on experience with industry grade software to execute fundamental CFD projects Exposure to industry practices Introduction to latest trends in CFD Case studies from real industrial problems Mathematical modeling Live demonstration of solutions by trainers Post processing and validation of results Group Discussions to encourage innovation Good multimedia content to help participants grasp the material easily Career guidance by experienced faculty Useful for interview preparation Course Structure The course consists of the following modules: Introduction to CFD Structured procedure followed by industry for CFD analysis Review of engineering mathematics Basics of Fluid Dynamics Governing equations, Mathematical modeling & Numerical Techniques - Basics of FDM & FEM Grid generation Case studies based on industrial problems – Aerospace, Automobile, Mechanical, Civil, Solar Energy, etc. Introduction to AcuSolve Problem Definition, Simulation, Solution & Post Processing of Results for Industrial problems using AcuSolve Certification Industry Certification from Altair Engineering Certificate of Participation to all the participants With Online Examination Scores for those who qualify Without Online Examination Scores for those who do not qualify Certificate of Merit to top-performing participants The names of the winners will be put up on our participant-awards page permanently Kits AcuSolve software Software License Materials Provided: Reference material for CFD Guidelines on how to use software Who should attend? Anyone who is interested in learning CFD willing to take up projects in CFD working in CFD looking for a career in CFD applying for higher studies Instructions to Registered Participants: Participant should get their own Laptop with OS Requirement: Windows7, XP,Vista with bit version Altair Software will not work on Mac OS,Linux,Windows 8 Participants are requested to send their PC Physical Address to our Event Manger two days prior to the Event Date to avail Free Altair License. Contact Details Please feel free to contact us in case of any queries. Phone: Toll Free: Hrs), AM to 8PM) You can also request us to organize this workshop in your college Request workshop Any Questions?

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Courses that study vectors and elementary matrix theory and introduce linear transformations have proliferated greatly in recent years. Most of these courses are taught at the undergraduate level as part of, or adjacent to, the second-year calculus sequence. Although many students will ultimately find the material in these courses more valuable than calculus, they often experience a class that consists mostly of learning to implement a series of computational algorithms. The objective of this text is to bring a different vision to this course, including many of the key elements called for in current mathematics-teaching reform efforts. Three of the main components of this current effort are the following: 1. Mathematical ideas should be introduced in meaningful contexts, with after a clear understanding formal definitions and procedures developed of practical situations has been achieved. 2. Every topic should be treated from different perspectives, including the numerical, geometric, and symbolic viewpoints. 3. The important ideas need to be visited repeatedly throughout the term, with students' understan9ing deepening each time. This text was written with these three objectives in mind. The first two chapters deal with situations requiring linear functions (at times, locally linear functions) or linear ideas in geometry for their understanding. These situations provide the context in which the formal mathematics is developed, and they are returned to with increasing sophistication throughout the text.