Himadri Nag Professor Of Advanced Mathematics and Statistics
3 Reviews

Hi students. I would be able to help all A-Level BS, MS Post Graduate, Graduate, Undergraduate, engineering and,Integrated PHD, mathematics, statistics, physics, students from any universities in the world including American and Australian curriculum. I am also ready to help my younger friends in their school years (IGCSE,GCSE,ISC,ICSE,IB,A level,under AMERICAN or Australian Curriculum whatever boards or university or for preparing for JEE Mains or Advanced or ISI,IMO,Olympiad etc provided they are serious and patient enough .I do teach not from the motto of earning extra money, but because I like to impart knowledge to people who deserve it . I am happy to teach you even for free if you deserve it .
I use a very simplified manner of imparting concepts and make sure you understand what you are dealing with . I will ensure that you understand the major, vital and advanced concepts of mathematics physics or statistics but also make sure that the core concepts are clear.
I will not solve problems for you but instead I shall teach you self learning methods to solve them on your own .Students do worry about getting good marks in exams. but I can assure them that good marks or grades can be obtained by simply installing concepts inside themselves and not merely going through shortcuts and hacks .
Over a period of 17 long years I have come in contact with hundreds of students from different backgrounds and needs, I have helped them to place themselves well . Students with "special needs", "Slow learners" and students who are returning to studies after a long break are welcome . Students do not hesitate to contact me at any time and with what ever little problems you have even if it is something related to mathematics not direct mathematics or physics university courses.
The Subjects that I would be able to help you with are :
A>STATISTICS AND PROBABILITY THEORY
1. Mathematical and Classical Inferential Statistics
2.Stochastic Signal Processing
3. Probability Theory and methods of Calculus
4. Linear, nonlinear and Multidimensional Regression analysis
5.Lebesgue Measure and set functions, and integrals .
6. Annova and Ancova
7. NON Parametric Analysis
8.Financial Mathematics
9. MS-Excel and VBA
10. Python / SAGE MATH / R
11. Ministat and Maxima use ...
B>MATHEMATICS
1. Linear Algebra
2. Abstract and Pure Mathematics
3. Discrete Mathematics
4. Ordinary and Partial Differential equations with Integral Transforms
5. Linear Vector Spaces and Unitary Spaces
6. Tensor Algebra
7.Group Theory(Lie Groups, Special Rings)
8. Multi Variable Calculus
9. Real and Abstract Analysis
10. Numerical Methods
11. Linear Programming and Game Theory
12.Complex Analysis (Complex Integrals )
13.Functional Analysis (Metric Spaces, LVS, Unitary Spaces, Bra and Ket Notations)
14. Topology
15. Number Theory (with Tensor Fields)
16. Use of SAGE Math environment for problem solving
C> PHYSICS
1, Mathematical methods for physics
2. Classical mechanics
3.Classical Electrodynamics
4. Fields and Transformations
5. Quantum Mechanics
6. Thermodynamics and Statistical Physics
7. Special Relativity
8.General Theory of Relativity
9. Fluid Mechanics
10. Continuum Mechanics
11. Relativistic Fields
12. Gauge Theory and Strings
13. Particles and Plasma Physics
14.Nuclear Physics
15. Quantum Field Theory
16.Physical Optics

D>Engineering Topics
1. Circuit Theory 1,2,3
2. Mechanics of Machines
3. Statics and Dynamics
4. Electromagnetism
5. Engineering Physics
I also like to teach veteran students who are wanting to enhance their career by learning subjects like .
1>MACHINE LEARNING and BIG DATA
2> Phd. on topics involving mathematics physics and statistics. and want to brush up on essentials for these courses .
I also teach essential computer languages like MS-Excel with VBA, JAVA,C,C++ and Python which are essential for mathematics or statistical learning .
Well, for me teaching is a passion more than a profession, and mathematics is a way of life.
Thank You All, Stay safe.
Himadri Nag
Ex Professor of Pure Mathematics IIT Kharagpore,
Professor of Mathematics and Theoretical statistics in ISI Kolkata,
Visiting Lecturer (not taking pay ) and professor of NSOU since 2015 .

Subjects

  • Probability Theory & Stochastic Processes AS level-Doctorate/PhD

  • M.Sc Physics

  • Quantum Mechanics Grade 12-Doctorate/PhD

  • Real and Complex Analysis A level-Doctorate/PhD

  • MSc Statistics

  • M.Sc Mathematics

  • Edexcel IAL and AS level Mathematics

  • Matrices Calculus, Linear Algebra and Partial Differential Equations Bachelors/Undergraduate-Doctorate/PhD

  • Physics IB Diploma (HL/SL)

  • IB Maths Analysis & Approaches (SL/HL)

  • Combinatorics and Graph Theory Bachelors/Undergraduate-Doctorate/PhD

  • Differential Geometry and Tensor Calculus Bachelors/Undergraduate-Doctorate/PhD

  • Algebra(Groups, Rings,Fields,Lie Groups) Bachelors/Undergraduate-Doctorate/PhD

  • Fluid Dynamics , Statics Grade 12-Doctorate/PhD

  • Advanced Electromagnetism and Wave Theory Grade 12-Doctorate/PhD

  • AP Pre-Calculus 2023 Beginner-Expert

  • AP Physics (1,2,C) Grade 10-Grade 12

  • AP Calculus (AB,BC) Grade 10-Bachelors/Undergraduate

  • Probability Theory & Statistics O level-Doctorate/PhD

  • Edexcel IAL , IAS Mechanics Satistics Grade 11-Grade 12

Experience

  • Assistant Professor (Nov, 2018–Present) at RC Bose Centre of Cryptology & Security, ISI Kolkata
  • Visiting Lecturer (Voluntary) (Dec, 2012–Present) at WBNSOU
  • Assistant Professor (May, 2005–Sep, 2015) at IIT Kharagpore
    I worked as an Assistant Professor for the Department of Pure Mathematics IIT Kharagpore .

Education

  • Doctorate in Statistics (Jun, 2015–Aug, 2017) from INDIAN STATISTICAL INSTITUTE, B.T. Road Bus Stop,Kolkata–scored 94.5
  • PHD (May, 2004–Jul, 2006) from Phd (Quantum Field Theory) University of Calcutta (May 2004 - Sep 2005)
  • Phd (Spectral Fields, Fuzzy and rough Sets ) (Apr, 2004–Sep, 2005) from University of Calcutta, Kolkata, West Bengal–scored 99
  • M.Ed. in SPECIAL EDUCATION (Apr, 2004–Mar, 2007) from Calcutta University KOLKATA
  • Masters In Computer Applications (Aug, 2003–Sep, 2005) from IGNOU–scored 96%
  • M.sc in applied mathematics (Jun, 2000–Sep, 2003) from University of Calcutta, Kolkata, West Bengal–scored 1st cl 1st

Fee details

    ₹750–3,000/hour (US$8.98–35.93/hour)

    Foundation Mathematics from Year 7 till year 9 USD/HR
    O Level and Below A level (year 9 and 10) :------11 USD /HR
    A+, AS Level (year 11 & 12 till undergraduate study): ------12 USD /HR
    BCA, BS, Engineering any other Graduate Level: -----------16 USD
    Higher education :------------ 28 USD/hr
    Post Graduate Level, professional level studies: ------------ 35 USD / hr.

Courses offered

  • Mathematics for Machine Learning

    • USD700
    • Duration: 45 hours
    • Delivery mode: Online
    • Group size: Individual
    • Instruction language: English
    • Certificate provided: No
    Broadly speaking, Machine Learning refers to the automated identification of patterns in data. As such it has been a fertile ground for new statistical and algorithmic developments. The purpose of this course is to provide a mathematically rigorous introduction to these developments with emphasis on methods and their analysis.This course focuses on statistical learning theory, which roughly means understanding the
    amount of data required to achieve a certain prediction accuracy. To better understand
    what this means, we first focus on stating some differences between statistics and machine
    learning since the two fields share common goals.

  • Mathematical Statistics

    • USD600
    • Duration: 40 hours
    • Delivery mode: Online
    • Group size: Individual
    • Instruction language: English
    • Certificate provided: No
    1. Probability Theory
    2. Independence
    3.Random Variables
    4.Expectations
    5.Generating Functions
    6.Multi Variable Analysis
    7.Estimation
    8. Hypothasis Testing

  • Mathematical Physics

    • USD800
    • Duration: 55 hours
    • Delivery mode: Online
    • Group size: Individual
    • Instruction language: English
    • Certificate provided: No
    1.Complex Analysis
    2.Linear Vector Spaces
    3. Integral Transforms
    4. Sequences and Series
    5.Differential Equations
    6.The Dirac Notation

  • Pre-Calculus

    • USD400
    • Duration: 30 hours
    • Delivery mode: Online
    • Group size: Individual
    • Instruction language: English
    • Certificate provided: No
    1. Algebraic Expressions
    2.Quadratics
    3.Graphs and Functions
    4.Inequalities
    5.Transformations
    6. Trigonometric Ratios
    7.Idea of the Limit
    8. Asymptotic
    9.Differentiation
    10.Integration
    11.Area of Plane Figures

  • Calculus 1

    • USD550
    • Duration: 45 hours
    • Delivery mode: Online
    • Group size: Individual
    • Instruction language: English
    • Certificate provided: No
    1. Functions
    2. Continuity
    3. Limits
    4. Sequences and Series
    5. Derivative
    6. Rate Measure
    7. Solving Mechanics and Real life Problems
    8. Asymptotic
    9. Application to Dynamics and Optimization problems in real Life
    10. The method of Integration
    11. Area and Volumes of Revolution of plane shapes .

  • Calculus 2

    • USD600
    • Duration: 45 hours
    • Delivery mode: Online
    • Group size: Individual
    • Instruction language: English
    • Certificate provided: No
    1. Limits, Continuity, Differentiablity
    2. Introduction to Multivariate functions, their limits continuity and differentiability
    3. Partial Derivatives
    4. Use of Chain Rules
    5. Euler's Theorem on Homogeneous Functions
    6. Application to Real Life Optimization problems of many dimensions .
    7. Double and Triple Integral
    8.Introduction to Fourier Series
    9. Introduction to Laplace Transforms
    10. Integration as a Measure
    11.Differential Equations

  • Quantum Mechanics

    • USD900
    • Duration: 50
    • Delivery mode: Online
    • Group size: Individual
    • Instruction language: English
    • Certificate provided: No
    1. Quantum harmonic Oscillator
    2.Superposition and Indeterminacy
    3.Particles in a Well
    4.Schrodinger Equation
    5.Free particles and Wave Function
    6.Time Independence and Wave Packets
    7.Dirac Notation
    8.Introduction to angular Momentum
    9.Spin Angular Momentum
    10. Many Particle System and Indistinguishability

  • Classical Mechanics

    • USD900
    • Duration: 65 hours
    • Delivery mode: Online
    • Group size: Individual
    • Instruction language: English
    • Certificate provided: No
    1.Introduction to Newtonian Mechanics .
    2.Coordinate Systems in 2D and 3D
    3. Dynamics of a Particle
    4. Dynamics of a system of Particles
    5. Introduction to Spherical and Cylindrical Polar Coordinates
    6. Lagrangian Mechanics and Generalized Coordinates
    7.Problem Solving
    8.The Rotating Frames and Angular Momentum
    9.The Central Force problem and Planetary Dynamics
    10.Hamiltonian Formulation
    11.The principle of Least Action
    12.Poisson Bracket
    13. Hamilton Jacobi Theory
    14. Small Oscillations

  • Fluid Mechanics

    • USD750
    • Duration: 50 hours
    • Delivery mode: Online
    • Group size: Individual
    • Instruction language: English
    • Certificate provided: No
    1. General properties of Fluids
    2. Ordinary differential Equations
    3.First order Partial Differential Equations
    4. Vector Field Theory
    5.Kinematics of Fluids
    6.Bernoulli's Equation
    7. Vorticity
    8. Viscous Flow
    9.2nd Order PDE
    10.Fourier Seris
    11. Laplace Equation

  • Number Theory and Groups

    • USD1350
    • Duration: 90
    • Delivery mode: Online
    • Group size: Individual
    • Instruction language: English
    • Certificate provided: No
    1.Foundations
    2.Prime Numbers
    3.Congruence
    4. Fermet's and Wilson's Theorem
    5.Groups
    6.Towards Classification
    7.Finite Groups
    8.The Sylow Theorem
    9.Multiplicative Functions
    10.Quadratic Reciprocity
    11.Rings and Polynomials
    12.Fermat's Last Theorem and Unique Factorization Domain
    13.Distance and Continuity
    14.Fields
    15. Metric Spaces
    16.Open and Close Sets
    17.Rings and Homomorphism
    18.Fields and Polynomials
    19. Fields and Geometry
    20.Public Key Cryptography
    21. Connectedness

  • Discrete Mathematics and Graph Theory with applications in Java

    • USD1100
    • Duration: 60 hours
    • Delivery mode: Online
    • Group size: Individual
    • Instruction language: English
    • Certificate provided: No
    1. Introduction to Logic
    2. Proofs
    3. Sets, Integers, Prime numbers
    4. Combinatorics
    5. Functions and relations
    6. Number Theory Basics
    7. Intro to Java
    8.Algorithms and Order Notations
    9. Asymptotics
    10. Object oriented Programming in Java
    11. Matrix Theory and Eigen Value and Eigen vector Problems using Java
    12. Basic Calculus
    13. Vectors
    14. Graph Theory
    15. Trees and Tree based algorithms in Java
    16. Sorting and Searching
    17. Linked Lists, Customized Ques, Heaps and Sets in Java
    16. Discrete Mathematical Structures

  • International Advanced Level - Pure Mathematics 1

    • USD400
    • Duration: 30 hours
    • Delivery mode: Online
    • Group size: Individual
    • Instruction language: English
    • Certificate provided: No
    1. Algebraic Expressions
    2.Quadratics
    3.Equations and Inequalities
    4.Graphs and Transformations
    5.Straight Line Graphs
    6. Trigonometric Ratios
    7.Differentiation
    8.Integration

  • International Advanced Level - Pure Mathematics 2

    • USD400
    • Duration: 30 hours
    • Delivery mode: Online
    • Group size: Individual
    • Instruction language: English
    • Certificate provided: No
    1. algebraic methods
    2. Coordinate Geometry in the (x,y) plane
    3. Exponential and Logarithms
    4. The Binomial expansion
    5. Sequences and series
    6. Trigonometric Identities and Equations
    7.Differentiation
    8. Integration

  • International Advanced Level - Mechanics 1

    • USD350
    • Duration: 25 Hours
    • Delivery mode: Online
    • Group size: Individual
    • Instruction language: English
    • Certificate provided: No
    1. Mathematical Models in mechanics
    2.Constant Acceleration
    3.Vectors in Mechanics
    4.Dynamics of a particle moving in straight line
    5.Forces and Friction
    6. Momentum and Impulse

  • International Advanced Level - Statistics 1 and 2

    • USD750
    • Duration: 50 hours
    • Delivery mode: Online
    • Group size: Individual
    • Instruction language: English
    • Certificate provided: No
    1. Mathematical Modelling
    2.Measures of Location and Spread
    3.Representations of Data
    4.Probability
    5.Correlation and Regression
    6. Discrete Random Variables
    7.The Normal Distribution

  • Electromagnetism

    • USD800
    • Duration: 65 hours
    • Delivery mode: Online
    • Group size: Individual
    • Instruction language: English
    • Certificate provided: No
    1. Electric Forces and Field
    2. Gauss Law
    3.Magnetic Forces and Field
    4.Electromagnetic forces on a charged particle
    5.Ampere's Law
    6.Electrostatic Potential
    7.Faraday's Law and Electromagnetic Induction
    8.Unification
    9.Electric Fields in materials
    10. Magnetic Field in materials
    11.Static Fields and boundary conditions
    12.Resistance and inductance
    13.Electromagnetic Energy
    14.Alternating currents in circuits
    15.EM waves in free spaces
    16.EM waves in dielectrics, reflection and refraction
    17.EM waves in dielectrics, dispersion and absorption

  • Special Theory Of Relativity

    • USD400
    • Duration: 30 hours
    • Delivery mode: Online
    • Group size: Individual
    • Instruction language: English
    • Certificate provided: No
    1.Physical Meaning of Geometrical propositions
    2.The System of Coordinates
    3.Space and Time in Classical Mechanics
    4.The Galileian System of coordinates
    5.The principle of relativity
    6.The theorem regarding addition of velocities
    7.The apparent incompatibility of the Laws of Propagation of light with the principle of Relativity
    8.On the idea of time in physics
    9.The relativity of Simultaneity
    10.On the relativity of the conception of distances
    11.The Lorentz Transformation
    12. The behavior of measuring rods and clocks in motion
    13.The Heuristic value of the SRT
    14.General results
    15. Minkowski 4D space and introduction to General relativity

  • Stochastic Process : Deterministic & Random

    • USD800
    • Duration: 55 hours
    • Delivery mode: Online
    • Group size: Individual
    • Instruction language: English
    • Certificate provided: No
    1.Introduction & Differential Equations
    2.Oscillations of Linear Systems
    3.Nonlinear Dynamics
    4.Random motion and Probability
    5.Introduction to the calculus of variations
    6.Lagrangian mechanics
    7.Dynamics using Maps
    8.Quantifying chaotic Dynamics
    9.Markov Process
    10.Non Markov Process and renewal theory
    11.Martingales
    12.Counter Theory and age replacement policy
    13.Palm probability and its application
    14. Stochastic epidemic process
    15. Clinical Drug Trials
    16. Risk theory
    17. Genetics

3 Reviews
5 out of 5

User Photo February 28, 2021

Send me important

.

User Photo May 11, 2020

professional teacher

I am happy to find Mr. Himandi, he helped me a lot with understanding statistics. Highly recommend him!

User Photo April 28, 2020

Great

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