Personal Information
Entreprise/Lieu de travail
Jodhpur Area, India India
Profession
STATISTICAL CONSULTANT/ANALYST/TUTOR/CIVIL ENGINEER /MATHEMATICIAN/SUBJECT MATTER EXPERT
Secteur d’activité
Education
Site Web
tarungehlots.blogspot.in/
À propos
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
Mots-clés
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
Tout plus
Présentations
(36)Documents
(127)J’aime
(36)The magic of vedic maths
Tarun Gehlot
•
il y a 11 ans
Continuity and end_behavior
Tarun Gehlot
•
il y a 10 ans
Continuity of functions by graph (exercises with detailed solutions)
Tarun Gehlot
•
il y a 10 ans
Intervals of validity
Tarun Gehlot
•
il y a 10 ans
The beauty of mathematics
Tarun Gehlot
•
il y a 11 ans
Modelling with first order differential equations
Tarun Gehlot
•
il y a 10 ans
Convergence Criteria
Tarun Gehlot
•
il y a 10 ans
Transformations of functions
Tarun Gehlot
•
il y a 11 ans
The geometry of three planes in space
Tarun Gehlot
•
il y a 11 ans
Concept of leadership
Tarun Gehlot
•
il y a 11 ans
Transformation of random variables
Tarun Gehlot
•
il y a 10 ans
Describing and exploring data
Tarun Gehlot
•
il y a 10 ans
Application of fourier series to differential equations
Tarun Gehlot
•
il y a 10 ans
Critical points
Tarun Gehlot
•
il y a 10 ans
Probability and statistics as helpers in real life
Tarun Gehlot
•
il y a 11 ans
Basic concepts of curve fittings
Tarun Gehlot
•
il y a 11 ans
Solution of nonlinear_equations
Tarun Gehlot
•
il y a 11 ans
Vector differentiation, the ∇ operator,
Tarun Gehlot
•
il y a 11 ans
India
aizea
•
il y a 16 ans
The life of the poorest
Mihex
•
il y a 11 ans
A some basic rules of tensor calculus
Tarun Gehlot
•
il y a 11 ans
Limitations of linear programming
Tarun Gehlot
•
il y a 11 ans
Coordinate system transformation
Tarun Gehlot
•
il y a 11 ans
Lines, planes, and hyperplanes
Tarun Gehlot
•
il y a 11 ans
Point of inflection
Tarun Gehlot
•
il y a 11 ans
Logics of the laplace transform
Tarun Gehlot
•
il y a 11 ans
An applied approach to calculas
Tarun Gehlot
•
il y a 11 ans
Magical methods
Tarun Gehlot
•
il y a 11 ans
Nonparametric statistics
Tarun Gehlot
•
il y a 11 ans
Conversion from rectangular to polar coordinates and gradient wind
Tarun Gehlot
•
il y a 11 ans
Personal Information
Entreprise/Lieu de travail
Jodhpur Area, India India
Profession
STATISTICAL CONSULTANT/ANALYST/TUTOR/CIVIL ENGINEER /MATHEMATICIAN/SUBJECT MATTER EXPERT
Secteur d’activité
Education
Site Web
tarungehlots.blogspot.in/
À propos
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
Mots-clés
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
Tout plus