**Have a look at what is there inside CSIR-NET ***Chemical Science Notes.*

*Chemical Science Notes.*

Physical Chemistry Volume 1

Physical Chemistry Volume 2

Physical Chemistry Volume 3

Physical Chemistry Volume 4

Physical Chemistry Volume 5

Organic Chemistry Volume 1

Organic Chemistry Volume 2

Organic Chemistry Volume 3

Inorganic Chemistry Volume 1

Inorganic Chemistry Volume 2

Inorganic Chemistry Volume 3

**Have a look at what is there inside CSIR-NET Physical Science Notes.**

Complete Study Material has 7 Volumes( For **samples** click on the hyperlink)**Volume 1** – Atomic and Molecular Physics**Volume 2** – Classical Mechanics**Volume 3** – Electromagnetics**Volume 4** – Electronics**Volume 5** – Quantum Mechanics**Volume 6** – Solid State**Volume 7** – Thermo & Statical Physics

**Have a look at what is there inside CSIR-NET ***Mathematical Science* Notes.

*Mathematical Science*Notes.

**VOLUME 1** – sets & its fundamentals, point-set topology, sequences of real number and series.**VOLUME 2** – Set, Binary operation, Lydic group, External direct product, Homomorphism, conjugate elements, Automorphism, General Linear group.**VOLUME 3-** Caylays theorem, Polynomial ring, Ring theory, Ideal value, Ring homomorphism, Integral domain.**VOLUME 4** – Complex Analysis, Complex integration, Expansion/series, Meromorphic and rational function, Argument theorem and argument principle, Rouchas theorem, Transformation by w=h2, Maximum/minimum modulus theorem**VOLUME 5** – Differential equation, Uniqueness and existence, Higher order linear differential equation**VOLUME 6** – Formation of fist order partial differential equation, First order PDE, Integral surface passing through a given curve, Classification of second-order P.D.E., Separation of variable.**VOLUME 7** – VECTOR SPACE, LINER TRANSFORMATIONS, MATRIC REPRESENTATION, SYSTEM OF LINER Equation, EIGEN VALUE AND EIGEN VECTOR, DIAGEMALIZABILITY, PRIMARY DECOMPOSITION, LINER FUNCTIONAL, BI-LINER FAM, EQUIVALENT OF QUADRATIC FAM, INNER PRODUCT SPACE, GROUP ACTION.**VOLUME 8** – Series, Continuity, Results and properties, Differentiability, Riemann integration, Function of bounded variation, Sequence of function, Series of function, Function of two or more variable