Tarun Gehlot

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Respected teachers ,Dear students ,friends , brothers & sisters . I work as a statistical consultant / maths teacher /civil engineer / consultant / analyst . My Works : Please see this links 1 tarungehlots.blogspot.in 2 tarungehlots.wordpress.com 3 tarungehlots.quora.com 4 www.slideshare.net/tarungehlot1 5.www.scribd.com/tarungehlot 6 www.pinterest.com/tarungehlot/ 7.https://mbmengineering.academia.edu/TarunGehlot 8.http://www.wiziq.com/tarungehlot 9.http://www.youtube.com/user/tarun99294 My Expertise Areas 1. complex analysis 2. lap lac and Fourier transforms 3. advanced abstract algebra 4. specials functions 5. topology 6.advanced calculus analysis 7. Lebes

mathematics binary relations continuity and end_behavior continuity of functions by graph (exercises with factoring by the trial and-error method introduction to finite element analysis finite elements : basis functions finite elements for 2‐d problems error analysis statistics matlab commands introduction to matlab linear approximations and_differentials interpolation functions propeties of-triangles gaussian quadratures basics of set theory numerical integration applications of set theory miscellneous functions dependent v. independent variables intervals of validity modelling with first order differential equations review taylor series review power series modeling transformations graphing inverse functions convergence criteria applications of numerical methods numerical differentiation integration basic concepts of functions transformation_of_random_variables. describing and exploring data application of fourier series to differential equa operations on fourier series fourier series basic results fourier sine and cosine series solving polynomial inequalities by graphing the newton raphson method linear approximations critical points series solutions: airy's equation equilibrium point analysis linearization technique basic concepts of curve fittings veidc maths magic the beauty of mathematics phys library and information science maths transportation and logistics

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Tarun Gehlot

Introduction to finite element analysis

Finite elements : basis functions

Finite elements for 2‐d problems

Error analysis statistics

Introduction to matlab

Local linear approximation

Interpolation functions

Gaussian quadratures

Numerical integration

Applications of set theory

Dependent v. independent variables

Modeling Transformations

Graphing inverse functions

Convergence Criteria

Applications of numerical methods

Numerical differentiation integration

basic concepts of Functions

Basic concepts of curve fittings

The beauty of mathematics

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