Saturday, August 23, 2008

X-Matric Formula Algebra

ALGEBRA

Remainder theorem.

If a polynomial P(x) of degree ≥ 1 over the set of real numbers
R is divided by x-a where a є R then the remainder is P(a) .

Factor theorem

If P(x) is a polynomial of degree n ≥ 1 and ‘a’ is any real number then

1. (x-a) is a factor of P(x) if P(a) = 0

2. P(a) = 0 if (x-a) is a factor of P (x).

Quadratic Equation

1. General quadratic Equation is

ax2 + bx + c = 0, where a, b, c are real and a ≠ 0.

2. Roots
x = (-b +√ b2-4ac) /2a

3. If a and b are the roots then the required equation is

x2 - (a+b) x + (ab)=0

4. Sum of the Roots (a+b) = –b / a

5. Product of the Roots (ab) = c / a











Discriminant
Δ = b2 - 4ac



Nature of Roots




Δ > 0 but not a perfect square


Δ > 0 and a perfect
square


Δ = 0


Δ <>




Real, unequal and irrational


Real, unequal and rational


Real and equal


Unreal


How to Study Maths?

Math is Not a Spectator Sport

You cannot learn mathematics by just going to class and watching the instructor lecture and work problems. In order to learn mathematics you must be actively involved in the learning process. You’ve got to attend class and pay attention while in class. You’ve got to take a good set of notes. You’ve got to work homework problems, even if the instructor doesn’t assign any. You’ve got to study on a regular schedule, not just the night before exams. In other words you need to be involved in the learning process.

 
The reality is that most people really need to work to pass a math class, and in general they need to work harder at math classes than they do with their other classes. If all that you’re willing to do is spend a couple of hours studying before each exam then you will find that passing most math classes will be very difficult.

If you aren’t willing to be actively involved in the process of learning mathematics, both inside and outside of the class room, then you will have trouble passing any math class.  

 

Work to Understand the Principles

You can pass a history class by simply memorizing a set of dates, names and events. You will find, however, that in order to pass a math class you will need to do more than just memorize a set of formulas. While there is certainly a fair amount of memorization of formulas in a math class you need to do more. You need to understand how to USE the formulas and that is often far different from just memorizing them.

 

Some formulas have restrictions on them that you need to know in order to correctly use them. For instance, in order to use the quadratic formula you must have the quadratic in standard form first. You need to remember this or you will often get the wrong answer!
 

Other formulas are very general and require you to identify the parts in the problem that correspond to parts in the formula. If you don’t understand how the formula works and the principle behind it, it can often be very difficult to use the formula. For example, in a calculus course it’s not terribly difficult to memorize the formula for integration by parts for integrals. However, if you don’t understand how to actually use the formula and identify the appropriate parts of the integral you will find the memorized formula worthless.

 

Mathematics is Cumulative

You’ve always got to remember that mathematics courses are cumulative. Almost everything you do in a math class will depend on subjects that you’ve previously learned. This goes beyond just knowing the previous sections in your current class to needing to remember material from previous classes.  
 

You will find a college algebra class to be very difficult without the knowledge that you learned in your high school algebra class. You can’t do a calculus class without first taking an Algebra and a Trigonometry class.

 



Friday, August 22, 2008

Which is the best Definition for Mathematics?

  • Mathematics is the body of knowledge centered on such
    concepts as quantity, structure, space, and change, and also the academic discipline that studies them.
  • Benjamin Peirce called it "the science that draws necessary conclusions".
  • Other practitioners of mathematics maintain that mathematics
    is the science of pattern, and that mathematicians seek out
    patterns whether found in numbers, space, science, computers,
    imaginary abstractions, or elsewhere.
  • Mathematicians explore such concepts, aiming to formulate new conjectures and
    establish their truth by rigorous deduction from appropriately chosen axioms and definitions.
  • Through the use of abstraction and logical reasoning, mathematics evolved from counting, calculation, measurement and the systematic study of the shapes and motions of
    physical objects. Knowledge and use of basic mathematics have
    always been an inherent and integral part of individual and group life.
  • Refinements of the basic ideas are visible in
    mathematical texts originating in the ancient Egyptian,
    Mesopotamian, Indian, Chinese, Greek and Islamic worlds
    .
    Rigorous arguments first appeared in Greek mathematics, most
    notably in Euclid's Elements.
  • The development continued in fitful bursts until the Renaissance period of the 16th
    century, when mathematical innovations interacted with new
    scientific discoveries, leading to an acceleration in
    research.

Thursday, August 21, 2008

Maths Problem- Solving Tips

  • Life is an arena of problems. L.A Averill has said,"The only worthwhile life is a life which contains its problems; to live without any longings and ambitions is to live only half way".
  • A human child has to meet and solve problems as he grows-problems which present in his physical surroundings, his intellectual associations and in his social contacts.
  • These problems grow in number and complexity as he or she grows older and older. His success in life is in large measuredetermined by the individual's capasity and competence to solve them.


Mathematics is a subject of problems.Stydying mathematics is different from studying other subjects. Math is learned by doing problems. Efficiency and ability in solving problems is a guarantee for success in learning this subject.

1.The first and most important step in solving a math problem is to understand the problem. Read the problem clearly and grasp its meaning. Superficial or careless reading does not pay in mathematics. Be sure that you understand clearly what is given and what you are expected to find or prove. Keep these things in mind throughout your work.

2.Take sufficient time to think.

3.Plan thoroughly before you start.I dentify which skills and techniques you have learned can be applied to solve the problem at hand.

4.A problem is generally made up of a series of steps. So,when doing problems, do it step-by-step. Do not get overwhelmed by the entire problem at once. Break it down into small manageable pieces.

5.Even if you have to copy something, be sure that you do it correctly.

6.Draw diagrams and sketches wherever possible. They often help in understanding and solving problems

7.Work at your maximum speed.

8.Be mentally alert, aggressive and confident.

9.Form the habit of verification. Always check whether the answer you found seem reasonable? Also review the problem and method of solution so that you will be able to more easily recognize and solve a similar problem.

10.When doing word problems,first convert the problem into mathematics. Usually,this step is the most challenging part of an applied problem. If possible, start by drawing a picture. Label it with all the quantities mentioned in the problem. If a quantity in the problem is not a fixed number, name it by a variable. Identify the goal of the problem. Then complete the conversion of the problem into math, i.e., find equations which describe relationships among the variables, and describe the goal of the problem mathematically. As a final step, you should convert the answer of your math problem back into words, so that you have now solved the original applied problem

Sunday, August 17, 2008

Junior Research Fellowship JRF (NET)

Human Resource Development Group
Council of Scientific & Industrial Research

GENERAL
The EMR Division under HRD Group of CSIR provide CSIR Research Fellowship and Associateships to bright young men and women for training in methods of research under the expert guidance of faculty members /scientists working in University Departments/ National Laboratories and Institutes in various fields of Science & Technology and Medical Sciences. List of CSIR Laboratories is at Annexure- I.

The CSIR Fellowships / Associateships are tenable in Universities/IITs/Post-Graduate Colleges/Government Research Establishments including those of CSIR, R&D establishments of recognized public or private sector, industrial firms and other recognized institutions. However, CSIR reserves the right to determine the place best suited to provide necessary facilities in the area of science and technology in which the awardee is to specialize.

The CSIR Fellowships / Associatships are tenable in India. Only bonafide Indian citizens, residing in India are eligible for the award of research Fellowship/Associateships. The programme is aimed at National Human Resource Development for S&T.

The award of CSIR Fellowship / Associateships is for fixed tenure and does not imply any assurance or guarantee for subsequent employment by CSIR to the beneficiary. The authority to award / terminate vests with CSIR. The awardee shall not lay claim to permanent absorption in CSIR, after the expiry of Fellowship / Associateship.

SUBJECT OF RESEARCH
Preference is given to a subject / topic of research relevant to the research programmes of CSIR laboratories and nationally important S&T areas.

CSIR JUNIOR RESEARCH FELLOWSHIP (JRF)
A certain number of JRFs are awarded each year by CSIR to those holding MSc or equivalent degree, with minimum 55% marks after qualifying the National Eligibility Test ( NET) conducted by CSIR twice in a year
APPLICATION PROCEDURE
Applications for JRF are invited twice a year through press advertisement on all India basis in the prescribed application form. The completed application form may be submitted to the Controller of Examinations, Examination Unit, CSIR Complex, Library Avenue, Pusa, New Delhi –110 012.
AGE LIMIT
The upper age limit for JRF shall be 28 years, which is relaxed upto 5 years in the case of candidates belonging to Schedule Castes/Schedule Tribes, Women, Physically Handicapped and OBC applicants.
SELECTION PROCDURE
The Selection for award of JRF shall be made on the basis of a competitive written test called the National Eligibility Test (NET), conducted by CSIR at national level and consisting of two papers.
Paper – 1 is objective type consisting of Part (A) general nature and part (B) is subject type. It tests the mental ability and broad awareness of scientific knowledge at the rudimentary level.

The second paper is to be selected from the amongst
(1) Chemical Sciences (2) Earth, Atmosphere, Ocean and Planetary Sciences (3) Life Sciences, (4) Mathematical Sciences and (5) Physical Sciences.
The second paper requires short descriptive answers to questions. Usually examinations are held for a day on the third Sunday in June and December, each year.

The candidates who qualify in the test are informed individually after the result is finalized. The Fellowship is awarded on receipt of necessary details of the qualifying degree examination, place of work, research topic, the name of supervisor and the concurrence of the Institution to provide all the necessary facilities. The validity of the offer of this award will be one year. The candidate is expected to register for PhD degree within a period of one year from the date of joining.
Undertaking by a Research Fellow / Associate on Acceptance of the Award of Research Fellowship / Associateship
STIPEND & TENURE
i. The stipend of a JRF selected through the all India test will be Rs 8000/ p.m for a period of 2 years. In addition, annual contingent grant of Rs. 20,000/- per fellow will be provided to the University / Institution. The guidelines for utilization of contingent grant are given in Anneuxre – II
ii. On Completion of two years as JRF, the stipend may be increased to Rs. 9000/- p.m for the 3rd and subsequent year, on the basis of assessment of Fellows’ research progress/ achievements through interview by an Expert Committee consisting of the Guide, Head of the Department and External Member from outside the University/ Institution who is an expert in the relevant field, not below the rank of Professor/ Associate Professor. As far as possible the External Member should be the chairman of 3 members Committee. Where the guide happens to be the Head of the Department, the Dean, Faculty of Science or any senior member of the Department may be associated as the third member of the Committee (Annexure III). On upgradation, the designation of JRF will be changed to SRF (NET). In the event of the Committee not recommending upgradation the candidate will continue as JRF with a stipend of Rs 8000/- p.m for the 3rd year or his fellowship may be terminated depending upon the decision of the Committee. The progress of research work of JRF will be assessed again at the end of 3rd year for such upgradation.

It is expected that Fellows will have published work to their credit by the end of 3rd year. This shall form an important quantitative and qualitative criterion for judging the progress made by the candidate. If the work of JRF is still not found satisfactory for upgradation, the fellowship will be terminated. Extension of tenure of SRF (NET) for the 4th year will be on the basis of the progress report and recommendation of the guide. The 5th year extension as SRF(NET) is permissible on the recommendation of three members assessment Committee and progress report duly supported by publications in the form of reprints/preprints/manuscripts of the paper published, accepted or communicated for publication (Annexure IV).

The total tenure as JRF plus SRF(NET) will not exceed five years. This will include the tenure of Fellowship awarded by UGC/DST/ICMR/ICAR etc or any other funding agency/Institution. The order for continuation at the same rate of stipend as SRF(NET), continuation at the same rate of stipend as JRF or otherwise will be issued by the EMR Division of HRDG, CSIR. Extension may not also be granted if the fellow does not acknowledge support of CSIR in his research publication.

NET-2008 APPLY ONLINE

Instructions
::Advertisement No.: 08D
::Exam Date: 21-12-2008
::Date of Start for Online Submission: 12-08-2008
::Date of Close of Online Submission: 04-09-2008
::Last Date of Receipt of Duly Completed Hard Copy of Online Application Forms: 11-09-2008
::Last Date of Receipt of Duly Completed Hard Copy of Online Application Forms(From Remote Areas): 18-09-2008
::Age will be calculated as on: 01-07-2008

The candidate interested in applying On-Line for Joint CSIR-UGC Test for JRF & LS(NET), December 2008 are advised to note down the following :
1. Please go through the Notification & Detailed Advertisement (to be seen at www.csirhrdg.res.in ) and ensure that you fulfill all the eligibility criterion.
2. Download the Challan Proforma and deposit the requisite examination fee in any of the designated Bank Branches.
3. Before applying On-Line, keep the following information ready with yourself like; Subject name, Exam Centre, Date of Birth, Marks obtained (in M.Sc./Equivalent Exam), Challan details(Bank name, Branch/city name, Branch code, Journal No. challan date).
4. Apply On-line through the above link.
5. After successfully submitting the application online, candidates are required to take print out of the Application Form, paste his/her recent black & white photograph, put his/her signature at the required places, attach requisite certificates and send alongwith CSIR marked copy of fee deposited Bank Challan in his/her own envelop(5”X11”) to Sr. Controller of Examinations, Examination Unit, Human Resource Development Group, CSIR Complex, Library Avenue, Pusa, New Delhi-110012 on or before 11.09.2008 (18.09.2008 for remote areas).
6. Only online application followed by hard copy will be considered, as per terms and conditions including eligibility criteria, as notified in the notification.

Once you fillup Application Form, Please submit it within 30 min. Otherwise Session will be expired and you'll have to again fillup the Application Form.

NET SYLLABUS FOR PAPER – I (PART A)

SYLLABUS FOR PAPER – I (PART A)

This part is common to all the candidates appearing for NET. There will be 40 objective type questions in Part ‘A’ of Paper I. Candidates are required to answer any 25 questions. In case a candidate answers more than 25 questions, only the first 25 answers will be evaluated.
All questions shall be of 2 marks each.

There will be negative marking for wrong answers.

TOPICS
1. General information on Science and its interface with society to test the candidate’s awareness of science, aptitude of scientific and quantitative reasoning. Questions would be so designed to judge the creativity, analytical ability and research aptitude of a candidate.
The questions would be setup in each of the subject areas of NET , viz., Chemical Sciences; Earth, Atmospheric, Ocean & Planetary Sciences; Life Sciences;
Mathematical Sciences and Physical Sciences.
2. COMMON ELEMENTRY COMPUTER SCIENCE:
(Applicable to all candidates offering any subject area; A few questions dealing with basic computer awareness and uses.)
(i) PROGRAMMING INSTRUCTIONS
(ii) SIMPLE ALGORITHMS AND COMMPUTATIONAL METHODS

SYLLABUS & SCHEME OF EXAMINATION FOR MATHEMATICAL SCIENCES

CSIR-UGC National Eligibility Test (NET) for Junior Research Fellowship and Lecturer-ship

SYLLABUS FOR

MATHEMATICAL SCIENCES

PAPER I AND PAPER II

UNIT – 1

Analysis: Elementary set theory, finite, countable and uncountable sets, Real number system as a complete ordered field, Archimedean property, supremum, infimum.

Sequences and series, convergence, limsup, liminf.

Bolzano Weierstrass theorem, Heine Borel theorem.

Continuity, uniform continuity, differentiability, mean value theorem.

Sequences and series of functions, uniform convergence.

Riemann sums and Riemann integral, Improper Integrals.

Monotonic functions, types of discontinuity, functions of bounded variation, Lebesgue measure, Lebesgue integral.

Functions of several variables, directional derivative, partial derivative, derivative as a linear transformation.

Metric spaces, compactness, connectedness. Normed Linear Spaces. Spaces of Continuous functions as examples.

Linear Algebra: Vector spaces, subspaces, linear dependence, basis, dimension, algebra of linear transformations.

Algebra of matrices, rank and determinant of matrices, linear equations.

Eigenvalues and eigenvectors, Cayley-Hamilton theorem.

Matrix representation of linear transformations. Change of basis, canonical forms, diagonal forms, triangular forms, Jordan forms.

Inner product spaces, orthonormal basis.

Quadratic forms, reduction and classification of quadratic forms.

UNIT – 2

Complex Analysis: Algebra of complex numbers, the complex plane, polynomials, Power series, transcendental functions such as exponential, trigonometric and hyperbolic functions.

Analytic functions, Cauchy-Riemann equations.

Contour integral, Cauchy’s theorem, Cauchy’s integral formula, Liouville’s theorem, Maximum modulus principle, Schwarz lemma, Open mapping theorem.

Taylor series, Laurent series, calculus of residues.

Conformal mappings, Mobius transformations.

Algebra: Permutations, combinations, pigeon-hole principle, inclusion-exclusion principle, derangements.

Fundamental theorem of arithmetic, divisibility in Z, congruences, Chinese Remainder Theorem, Euler’s Ø- function, primitive roots.

Groups, subgroups, normal subgroups, quotient groups, homomorphisms,

cyclic groups, permutation groups, Cayley’s theorem, class equations, Sylow theorems.

Rings, ideals, prime and maximal ideals, quotient rings, unique factorization domain, principal ideal domain, Euclidean domain.

Polynomial rings and irreducibility criteria.

Fields, finite fields, field extensions.

UNIT – 3

Ordinary Differential Equations (ODEs):

Existence and Uniqueness of solutions of initial value problems for first order ordinary differential equations, singular solutions of first order ODEs, system of first order ODEs.

General theory of homogenous and non-homogeneous linear ODEs, variation of parameters, Sturm-Liouville boundary value problem, Green’s function.

Partial Differential Equations (PDEs):

Lagrange and Charpit methods for solving first order PDEs, Cauchy problem for first order PDEs.

Classification of second order PDEs, General solution of higher order PDEs with constant coefficients, Method of separation of variables for Laplace, Heat and Wave equations.

Numerical Analysis :

Numerical solutions of algebraic equations, Method of iteration and Newton-Raphson method, Rate of convergence, Solution of systems of linear algebraic equations using Gauss elimination and Gauss-Seidel methods, Finite differences, Lagrange, Hermite and spline interpolation, Numerical differentiation and integration, Numerical solutions of ODEs using Picard, Euler, modified Euler and Runge-Kutta methods.

Calculus of Variations:

Variation of a functional, Euler-Lagrange equation, Necessary and sufficient conditions for extrema. Variational methods for boundary value problems in ordinary and partial differential equations.

Linear Integral Equations:

Linear integral equation of the first and second kind of Fredholm and Volterra type, Solutions with separable kernels. Characteristic numbers and eigenfunctions, resolvent kernel.

Classical Mechanics:

Generalized coordinates, Lagrange’s equations, Hamilton’s canonical equations, Hamilton’s principle and principle of least action, Two-dimensional motion of rigid bodies, Euler’s dynamical equations for the motion of a rigid body about an axis, theory of small oscillations.

UNIT – 4

Descriptive statistics, exploratory data analysis.

Sample space, discrete probability, independent events, Bayes theorem. Random variables and distribution functions (univariate and multivariate); expectation and moments. Independent random variables, marginal and conditional distributions. Characteristic functions. Probability inequalities (Tchebyshef, Markov, Jensen). Modes of convergence, weak and strong laws of large numbers, Central Limit theorems (i.i.d. case).

Markov chains with finite and countable state space, classification of states, limiting behaviour of n-step transition probabilities, stationary distribution.

Standard discrete and continuous univariate distributions. Sampling distributions. Standard errors and asymptotic distributions, distribution of order statistics and range.

Methods of estimation. Properties of estimators. Confidence intervals. Tests of hypotheses: most powerful and uniformly most powerful tests, Likelihood ratio tests. Analysis of discrete data and chi-square test of goodness of fit. Large sample tests.

Simple nonparametric tests for one and two sample problems, rank correlation and test for independence. Elementary Bayesian inference.

Gauss-Markov models, estimability of parameters, Best linear unbiased estimators, tests for linear hypotheses and confidence intervals. Analysis of variance and covariance. Fixed, random and mixed effects models. Simple and multiple linear regression. Elementary regression diagnostics. Logistic regression.

Multivariate normal distribution, Wishart distribution and their properties. Distribution of quadratic forms. Inference for parameters, partial and multiple correlation coefficients and related tests. Data reduction techniques: Principle component analysis, Discriminant analysis, Cluster analysis, Canonical correlation.

Simple random sampling, stratified sampling and systematic sampling. Probability proportional to size sampling. Ratio and regression methods.

Completely randomized, randomized blocks and Latin-square designs. Connected, complete and orthogonal block designs, BIBD. 2K factorial experiments: confounding and construction.

Series and parallel systems, hazard function and failure rates, censoring and life

testing.

Linear programming problem: Simplex methods, duality. Elementary queuing and inventory models. Steady-state solutions of Markovian queuing models: M/M/1, M/M/1 with limited waiting space, M/M/C, M/M/C with limited waiting space, M/G/1.



CSIR-UGC National Eligibility Test (NET) for Junior Research Fellowship and Lecturer-ship

SCHEME OF EXAMINATION

MATHEMATICAL SCIENCES

The Joint CSIR-UGC JRF/LS (NET) Examination shall comprise 2 papers:

PAPER I:

This paper shall be of 2 hours and 30 minutes duration and shall have a maximum of 200 marks.

Part ‘A’ of Paper I shall contain 40 General Science questions. These questions shall be common to all subject areas of NET Examination. A candidate shall be required to answer a maximum of 25 questions from Part ‘A’. In case, a candidate answers more than 25 questions, only the first 25 answered questions will be taken up for evaluation.

Part ‘B’ of Paper I shall have 75 questions. A candidate shall be required to answer a maximum of 50 questions. If more than 50 questions are answered from part ‘B’ only first 50 answered questions will be taken up for evaluation.

All questions in Part ‘A’ carry two marks each. Questions in Part ‘B’ shall be of 3 marks each. There will be negative marking for wrong answers.

PAPER II:

This paper shall be of 2 hours and 30 minutes duration and shall have a maximum of 200 marks

This Paper shall consist of 39-46 short answer type questions requiring descriptive answers. A candidate is required to answer a maximum of 10 questions either in Hindi or in English. If more than 10 questions are answered, only first 10 will be evaluated. To answer a question, a candidate will be provided one page each.



CSIR-NET December-2008 Model Questions

General Science- Paper I

Maths Paper I Model Questions

Maths Paper II Model Questions



CSIR-NET December-2008

COUNCIL OF SCIENTIFIC AND INDUSTRIAL RESEARCH

HUMAN RESOURCE DEVELOPMENT GROUP,EXAMINATION UNIT

CSIR COMPLEX, LIBRARY AVENUE, PUSA, NEW DELHI-110012.

NATIONAL ELIGIBILITY TEST (NET)

Joint CSIR-UGC Test For Junior Research Fellowship And Eligibility for

Lectureship – 21st December, 2008

Advertisement No.10-2(5)/2008 (ii) - E.U.II

NOTIFICATION

DATE OF EXAMINATION : 21.12.2008

DATE OF START OF SALE : 12.08.2008

OF APPLICATION FORM

THROUGH BANKS & ONLINE

SUBMISSION

DATE OF CLOSE OF SALE : 04.09.2008

OF APPLICATION FORM

THROUGH BANKS & ONLINE

SUBMISSION

IMPORTANT DATES

A. Date of Examination 21.12.2008

B. Schedule for sale of Information Bulletin

through Bank

(i) Start of sale of Information Bulletin

(ii)Date of close of sale of Information

Bulletin by post only

(iii)Date of close of sale of Information

Bulletin by cash at all branches/

stations

12.08.2008

01.09.2008

04.09.2008

C. Schedule for On-Line Application

(i)Start of On-Line Submission of

Application Form and Fee deposit

Through Bank Challan

(ii) Date of close of On-Line

Submission and deposit of fee (at All stations)

12.08.2008

04.09.2008

D. Last date of receipt of completed

application forms (including duly

completed hard copy of on line

application in the Examination Unit

11.09.2008

E. Last date of receipt of (both kind)

Completed application forms (from remote areas)

18.09.2008

F. Last Date for receipt of written request for

change of Examination Centre only on merit basis

10.10.2008

G. Notification for Examination

coordinators of all Examination

Centres to be published in

‘Employment News’

13.12.2008

1. CSIR will hold the above national level test on

21st December, 2008 for determining the eligibility of the

Indian national candidates for the award of Junior

Research Fellowships (JRF) NET and for determining

eligibility for appointment of Lecturers (NET) in certain

subject areas falling under the faculty of Science. The

award of Junior Research Fellowship (NET) to the

successful eligible candidates will depend on their finding

admission/placement in a university/ national laboratory/

institution of higher learning and research, as applicable.

1.1 A candidate may apply either for ‘JRF + Lectureship’

both or for ‘Lectureship (LS) only’ He/she may indicate

his/her preference in col.3 of the application, as the case

may be. CSIR may consider candidates applying for

‘JRF + LS’ for ‘Lectureship only” depending on number

of fellowships available. If a candidate is found to be

over-age for JRF (NET) he/she will automatically be

considered for Lectureship (NET) only.

1.2 Two separate merit lists, one comprising the candidates

qualifying for the award of Junior Research Fellowship

(JRF - NET) and the second, of those candidates

qualifying the Eligibility Test for Lectureship (NET), will

be made on the basis of their performance in the above

Test. Candidates qualifying for JRF (NET), will also be

eligible for Lectureship (NET). The candidates

qualifying for Lectureship will be eligible for

recruitment as Lecturers as well as for JRF-ship in a

Scheme/Project, if otherwise suitable as per the

eligibility criteria of that Scheme/Project. However

they will not be eligible for Regular JRF-NET

Fellowship. They will be eligible to pursue Ph.D.

programme with or without any fellowship other than

JRF-NET. Candidates qualifying for the award of JRF

(NET) will receive fellowship either from CSIR or UGC as

per their assignment or from the Schemes with which

they may find association.

1.3 The result of the examination to be held on 21.12.2008

may be declared sometime in the month of April

2009 and fellowship to successful candidates could be

awarded from 01.07.2009.

2.1 SUBJECTS OF THE TEST

The Test will be held in the subjects as given under:

1. Chemical Sciences,

2. Earth Atmospheric Ocean and Planetary

Sciences

3. Life Sciences

4. Mathematical Sciences

5. Physical Sciences

2.2 EDUCATIONAL QUALIFICATION

M.Sc. or Equivalent degree under the subjects

mentioned in para 2.1 above, with minimum 55% marks

for General & OBC candidates; 50% for SC/ST

candidates, Physically and Visually Handicapped

candidates and Ph.D. degree holders who had passed

Master's degree prior to 19th September 1991.

A candidate can also apply for the Test under RA

(Result Awaited) category, if he/she is appearing or

has appeared in his/her final year (III/IV Semester where

Semester system is there) of M.Sc. OR equivalent

Degree Examination in subjects mentioned in para 2.1

above during the academic Session 2008-2009. Such

candidates will have to submit the attestation format

(given at the reverse of the application form) duly

certified by the Head of the Deptt./Institute over his/her

signature and rubber stamp (with address and name)

from where the candidate is appearing or has appeared

in the final year M.Sc. or equivalent degree examination.

However, such candidates shall be admitted to the Test

provisionally. They shall only be considered eligible for

JRF-(NET)/LS-(NET), if they are able to produce the

proof of having passed the Master’s Degree examination

in the relevant or related subject with the requisite

percentage of marks and within the stipulated time

frame.

2.3 AGE LIMIT& RELAXATION

For JRF (NET): Minimum 19 Years and maximum 28

years as on 01-07-2008 (upper age limit may be relaxed

up to 5 years as in case of candidates belonging to

SC/ST/OBC, Physically handicapped/Visually

handicapped and female applicants).

For LS (NET): Minimum 19 years, as on 01.07.2008.

No upper age limit.

3. DATE AND SCHEME OF THE TEST

3.1 The Test will be held in two sessions on Sunday,

the 21st December, 2008 with the revised

syllabus of paper I & II, with the revised

scheme of Examination as under: -

Paper Marks Timings Duration

I 200 10.00AM-12.30PM 2-1/2 hrs

II 200 2.00PM-4.30PM 2-1/2 hrs

Negative marking will be made for wrong answers in

Paper I. Paper II will be evaluated only in case of

those candidates who will be able to secure a

minimum of such aggregate marks in Paper I as may

be fixed by the CSIR.

Candidates are required to appear in both the

papers. A candidate who does not appear in Paper I

will not be permitted to appear in Paper II. The

questions in all these papers will appear both in

Hindi and English.

3.2 REVISED SYLLABUS OF THE TEST

Syllabus of Paper I (Section A), subject-wise syllabus of

Paper I (Section B) and Paper II has been revised from

December, 2008 CSIR-UGC JRF(NET) Examination.

4. EXAMINATION CENTRES

The test will be held at 25 Centres spread all over India,

specified below:

Bangalore, Bhavnagar, Bhopal, Bhubaneshwar,

Chandigarh, Chennai, Cochin, Delhi, Guwahati,

Hyderabad, Imphal, Jammu, Jamshedpur, Karaikudi,

Kolkata, Lucknow, Nagpur, Pilani, Pune, Raipur

Roorkee, Srinagar, Thiruvananthapuram, Udaipur

and Varanasi.

A candidate may opt for any of the above centres. No

request for change of centre would ordinarily be granted.

However, a request in writing for change of Centre may

be entertained on merits, if received in this unit latest by

10.10.2008.

5. HOW TO OBTAIN THE APPLICATION FORM

THROUGH BANKS OR ONLINE SUBMISSION AND

EXAMINATION FEE PAYABLE

BY HAND:

Candidates applying for the Test may obtain the

Information Bulletin and Application forms (inclusive of

fee payable) through the branches of the Bank notified

below in para 5.2 (within the prescribed dates) by paying

the following fee in cash:

CATEGORY FEES

1. General - Rs. 400/-

2. Other Backward Classes (OBC) - Rs. 200/-

3.SC/ST/Physically or

visually handicapped - Rs. 100/-

BY POST:

The information Bulletin and Application form may also

be obtained through Value Payable Post(V.P.P.) from

the Indian Bank, 3/1, West Patel Nagar, New Delhi -

110 008, by sending a crossed Demand draft for Rs.

400/-, Rs. 200/- or Rs.100/-(as the case may be) drawn

in favour of “Indian Bank, West Patel Nagar, New

Delhipayable at New Delhi. For this purpose, the

candidate should send a request to the Bank with

TWO self-addressed slips clearly mentioning the

address at which he/she desires the Information

Bulletin & Application Form to be sent by Value

Payable Post (V.P.P.) The above mentioned Bank will

entertain the request for forms through post from

Tuesday the 12th August, 2008 till Monday, the 1st

September, 2008 only.

The candidate should write his/her name, Date Of

Birth, address, date of Examination (21.12.2008) and

subject code on the back of the Demand Draft so

that it can be located easily, if it gets detached

accidentally from the letter of request for supply of

Information Bulletin. However, before attaching the

draft with letter of request, the candidates should

check that it bears the code number of the issuing

bank and drawee bank and also amount and

signatures of issuing authority.

APPLY ONLINE ON OR BEFORE 04.09.2008

AT www.csirhrdg.res.in

Only online applications followed by hard copy will be

entertained, as per terms and conditions including

eligibility criteria, as notified in the notification. Detailed

advertisement to be seen at www.csirhrdg.res.in

Candidates after successfully submitting application

online are required to take print out of the Application

Form, paste his/her recent black & white photograph, put

his/her signature at the required places, attach required

certificates and send alongwith CSIR marked copy of fee

deposited Bank Challan in an envelop to Sr. Controller of

Examinations, Human Resource Development Group,

Examination Unit, CSIR Complex, Library Avenue, Pusa,

New Delhi-110012 on or before 11.09.2008 (18.09.2008

for remote areas).

Examination fee paid along with the Bulletin or through

Bank Challan for a particular examination will neither

be adjusted for any subsequent examination nor

refunded under any circumstances. Similarly,

candidates should also check all the column of Bank

Challan, online application, which are to be filled in

properly to avoid cancellation of application,

5.1 CANDIDATE SEEKING FEE CONCESSION

The candidate should attach an attested copy of the

certificate to the category he belongs as a proof of

his claim. An application form (either through Bank

or online), claiming fee concession but without an

attested copy of a valid SC/ST/OBC/PH/VH

certificate, will be summarily rejected.

5.2 LIST OF DESIGNATED BRANCHES FROM WHERE THE

INFORMATION BULLETIN AND APPLICATION

FORMS CAN BE OBTAINED

(a) INDIAN BANK

ANDAMAN & NICOBAR ISLANDS: 1) 22, First Floor Babu

Lane, Aberdeen Bazaar, Port Blair. ANDHRA PRADESH: 1)

6-3-852, Red Cortege Ameerpet, Begumpet, Hyderabad 2)

D.No.26-2-36 Andhra Ratna Road, Gandhinagar, Vijaywada

3) Kothapet Guntur 4) 40-301, Bhagya Nagar, Bellary Road,

Kurnool 5) Sai Viswanatha Shopping Complex, 16/157 Trunk

Road, Nellore 6) 5-2-993/1,First Floor, Nizamshahi Road,

Osmangunj, Hyderabad 7) 201, Karan Centre, Sarojini Devi

Road, Secunderabad 8) 293, Gandhi Road, Tirupathi 9)

Sivalayam Street, Krishna Dist., Vijaywada 10) 30-15-136/A

Lorven Plaza, Block No:42, Allipuram Ward, Daba Gardens ,

Viskhapatnam 11) No. 14-2-153, J.P.N.Road, Mandi Bazaar ,

Warangal ASSAM: 1) R N C Path, Dibrugah 2) S S Road,

Fancy Bazaar, Guwahati 3) Assam Trunk Road, Jorhat

BIHAR & JHARKHAND: 1) 4, Patal Babu Road, Bhagalpur

2) Golpathar Thakur Bari, Gaya 3) Main Road Bistupur,

Singhbhum Dist. Jamshedpur 4) West Gandhi Maidan, Patna

5) Sainik Bhavan, Main Road, Ranchi 6) C/7, City Centre

Sector IV, Bokaro Steel City DELHI 1) 309, Main Road,

Chandni Chowk, Delhi 2) 13, Community Centre,

Zamrudpur, Greater Kailash – I, New Delhi 3) 106 & 107,

Aurobindo Place, D D A Commercial Complex, Hauz Khas,

New Delhi 4) C - 26/27 Community Centre, Janakpuri, New

Delhi 5) 13/36, Arya Samaj Road, Karol Bagh, New Delhi 6)

1376, Lothian Road, Kashmere Gate, Delhi 7) 33, Pratap

Nagar, Mayur Vihar Phase – I, Patparganj, Delhi 8) Main G-

41, Connaught Circus, New Delhi 9) 47-48, Pragati House,

Nehru Place, New Delhi 10) D-1/1, Rana Pratap Bagh, New

Delhi 11) A B 20, Safdarjung Development Enclave, New

Delhi 12) A 7, NDSE Part I, Main Ring Road, South

Extension, New Delhi 13) 3/1, West Patel Nagar, New

Delhi 14) Aggarwal Tarun Plaza, DDA Shopping Centre,

Tarun Enclave, Pitampura, Delhi 15) Aggarwal Mall, I Floor

Plot No.3, Sector V, Ashirwad Chowk, Dwarka, New Delhi.

GOA 1) Station Road, Margao 2) Hotel Bardez Building,

Coscar Corner, Mapusa 3) Dr. Domingo Roque De - Souza

Road, Panaji GUJRAT 1) Mission Road, Bhadra,

Ahmedabad 2) Prof. Manekrao Road, Raopura, Baroda 3)

Kantawala Dela Undivakhar, Bhavnagar 4) Kasi Vishwanath

Road, Jamnagar 5) Ring Road, Belgium Tower, Surat 6)

Block 316, Sector 16, Gandhi Nagar HARYANA: 1) A-3/3,

Nehru Ground, Faridabad 2) Gurdwara Road, Gurgoan 3)

SCF 20 Red Square Market, Hissar 4) 574/2, Civil Road ,

Rohtak HIMACHAL PRADESH: 1) 17, The Mall, Shimla

JAMMU: 1) 56 A/B, Gandhi Nagar, Jammu (J&K)

KARNATAKA: 1) 35, Lady Curzon Road, Bangalore

Cantonment 2) 7, Gandhi Bazaar, Basavangudi,

Bangalore 3) Goldsmith Street Brucepet, Bellary 4) No 7 ,

4th Main Road, Chamarajpet, Bangalore 5) Mangala

Shopping Complex, Touching Sangama Talikes Compound

Line Bazaar Road, Dharwar 6) 57/4-9, R.S. Plaza, I floor,

Vinoba Road, Gandhi Square, Mysore 7) 110, M G Road

Bangalore 8) B H Road, Shimoga KERALA: 1) 29/373F,

Ground Floor, Ray Bhavan, NH 47 Byepass Thykoodam,

VYTTILA ,Kochi 2) M C Road Baker Junction, Kottayam 3)

C 34, S M Street, Kozhikode 4) Swaraj Round East, Thrissur

5) Indian Bank Towers M G Road, Thiruvananthapuram

MADHYA PRADESH: 1) 83, M P Nagar, Zone II, Bhopal 2)

752, Iderganj Square Lashkar, Gwalior 3) G-1, Shree Vardhan

Complex 4, R N T Marg, Indore 4) 426, Marhataal, Jabalpur

CHATISGARH: 1) Gurunanak Chowk, Raipur

MAHARASHTRA: 1) "Parasmani" 228, Samarth Nagar,

Aurangabad 2) United India Bldg. Sir P M Road Fort,

Mumbai 3) Gotmare Market, Laxmi Bhuwan Square

Dharampeth, Nagpur 4) 480 Y, Swami R P Road, Nasik 5)

210 Mittal Towers, B Wing, Nariman Point, Mumbai 6) 495,

Mantri Heights, Shaniwar Peth, Pune City 7) 129, Sterling

Centre 11, Moledina Road, Pune Cantonment, Pune 8) Bakle

Complex, 162/6, Railway Lines , Sholapur MEGHALAYA: 1)

G S Road, Burra Bazaar, Shillong, East Khasi Hills , Shillong

ORISSA: 1) 32, Janpath Ashok Nagar Unit II, Bhubaneswar

2) 1140, Main Road, Rourkela, Sundargarh Dist. Rourkela 3)

Laxmi Talkies Road, Sambalpur PONDICHERRY: 1) 288, M

G Road, Pondicherry PUNJAB: 1) 42, Chowk Farid Katra

Sher Singh, Amritsar 2) 922 G T Road, Jalandhar 3) Near A

C Market Adalat Bazaar, Patiala. CHANDIGARH: 1) SCO 38-

39 Madhya Marg, Sector 7 C, Chandigarh RAJASTHAN: 1)

Alakh Sagar, KEM Road, Bikaner 2) "Dharma Heights" 10

Motilal Atal Road, Opp.Ganpati Plaza, M.I. Road, Jaipur 3)

4th Chopasni Road , Jodhpur 4) MP A8 Mahavir Nagar II,

Kota 5)182, Outside Delhi Gate, Udaipur SIKKIM: 1)

Mahatma Gandhi Marg, New Market, Gangtok TAMIL

NADU: 1) Gee Gee Complex, First Floor 42, Anna Salai,

Chennai 2) 31 Variety Hall Road, Coimbatore Main 3) 21,

Koviloor Road, Karaikudi 4) 100, East Avani Moola St.

Madurai Main 5) 128, Big Bazaar St. Tiruchirapalli Main 6)

5-J, Madurai Road, Tirunelveli Junction UTTAR PRADESH:

1) E-11/8, I floor, Prateek Centre, Sanjay Place, Agra 2)

Marris Road, Aligarh 3) 249, Chak Zero Road, Allahabad 4)

152-E, Civil Lines Chowki Chauraha, Bareilly 5) 3, Navyug

Market, Ghaziabad 6) Bank Road, Gorakhpur 7) 50/276

Halsi Road, Kanpur 8) 64, Cant. Board office Kanpur Cantt.

9) 1-2, Ashok Marg, Lucknow 10) B-1316, Sai Plaza B Block

Crossing, Indira Nagar, Lucknow 11) 213, Begum Bridge

Road, Meerut 12) C-7/34-B, Lahurabir, Varanasi 13) D-

48/122, Missirpokhra, Godowlia, Varanasi UTTRANCHAL: 1)

3, Astely Hall Rajpur Road, Dehradun WEST BENGAL: 1)

150, B C Road, Burdwan 2) 3/1, R N Mukherjee Road,

Shree Ram Chambers, Kolkata Main 3) Bajaj Bhawan,

Nachan Road, Benachitty, Durgapur 4) Malancha Main

Road, Kharida, Kharagpur, Midnapore Dist. Kharagpur 5) Hill

Craft Road, Siliguri, Darjeeling Dist. Siliguri 6) West Bengal

Uni. Of Technology, BF-142, Salt Lake Sector 1, Salt Lake,

Kolkata 7) Akash Ganga Commercial Complex, I floor, Block

E, Basudebpur, Durga Chowk P.O., Khanjanchak, Haldia 8)

9/118, Rabindra Avenue, Khudiram Shaw Complex, 1st Floor,

Opp. Zilla School, Malda.

(b) ORIENTIAL BANK OF COMMERCE

ORRISA: 1) Mallikashpur, Opp. To Faquir Mohan College,

Balasore, Orrisa-756001 CHHATTISGARH: 1) Jarhabhata

Chowk, Main Road, Bilaspur-495001 MAHARASHTRA: 1)

Patel Plaza Housing Society, M.G.Road, Jalgoan,

Maharashtra-425001 JAMMU & KASHMIR: 1) Poloview

Residency Road, Srinagar-190001.

6. HOW TO APPLY AND THE LAST DATE OF

SUBMISSION OF APPLICATION FORM

Candidates seeking admission to the Test must apply in

the prescribed application form supplied along with the

Information Bulletin. Please handle this form carefully

while filling up. The completed application should be

sent only Under Certificate of Posting (U.P.C). in the

prescribed envelope supplied with Information Bulletin.

Candidate should check that the Serial number printed

on the Information Bulletin, Application form, Certificate

of Postage card and on the envelope are the same. The

application form should be filled-in by the candidate

legibly and carefully, in his/her own handwriting with

Black INK pen. Candidate should super-scribe the

SUBJECT CODE, APPLICATION FORM NO. and

CENTRE CODE in the boxes provided on the envelope

containing the application form (with enclosures).

The application form (through Bank or online), duly

completed with requisite enclosures should be sent

Under Certificate of Posting (U.P.C) to the Sr. Controller

of Examinations, Examination Unit, Human Resource

Development Group, CSIR Complex, Opposite

Institute of Hotel Management, Library Avenue,

Pusa, New Delhi 110012 so as to reach Examination

Unit CSIR on or before 11.09.2008.

For candidates applying from Mizoram, Manipur,

Nagaland, Tripura, Sikkim, Ladakh Division of J&K

State, Lahaul and Spiti district of Himachal Pradesh,

Andaman and Nicobar Islands and Lakshdweep, the

application form must reach the Controller of

Examination CSIR on or before 18.09.2008.

The candidates are advised in their own interest to

apply early enough to ensure timely receipt of their

applications by the Examination Unit on or before

the closing date.

APPLICATION FORM RECEIVED AFTER CLOSING

DATE WILL NOT BE ENTERTAINED.

7. OTHER GENERAL INFORMATION

(i) Candidates may go through the terms and conditions

for CSIR /UGC Research Fellowships on the

respective websites.

(ii) For detailed information candidates may go through

the ‘Information Bulletin’ and our website

www.csirhrdg.res.in for Joint CSIR-UGC Test for

JRF/Eligibility for Lectureship (NET), December,

2008.

(iii) Candidates must use only the form supplied with

Information Bulletin purchased from any of the

designated branches of the Bank listed in

para 5.2 above. They should ensure that while

selling the form,the bank has authenticated the form

at reverse of the application form in space provided

for the purpose. Application Form should be

purchased from designated branches only and not

from any other agency. Those candidates who are

willing to apply through online application shoule see its

terms & conditions in addition to above, on our website

www.csirhrdg.res.in by ensuring deposit of fee of

Rs.400/-, Rs.200/-, Rs.100/-, as the case may be

through Bank Challan in the respective Bank (Please see

5.2) which may also be downloaded from out above

website.

(iv) ‘The Certificate of Postage’ may be preserved as

acknowledgement.

(v) Candidates should ensure that the signatures

appended by them in all the places viz. In their

application form, Attendance Sheet etc. and in all

the correspondence with the CSIR, should be

identical and there should be no variation of any

kind.

(vi) A candidate must ensure that communications sent

to him/her at the address stated in his/her

application form are redirected, if necessary. Any

change in address of correspondence should be

promptly brought to the notice of Examination Unit

within the prescribed period i.e. by 10.10.2008.

(vii) The Center and date of the Test are liable to be

changed at the discretion of CSIR. No TA will be

paid to the candidates by the CSIR.

(viii) Candidates should note that their candidature is

Provisional till their joining. No candidate will be

admitted to the

Test unless he/she holds the admission Certificate

to the Test. The mere fact that an Admission

Certificate has been issued to a candidate will not

imply that the Council has finally accepted his/her

candidature. Candidates may note that the

verification of essential eligibility conditions of a

candidate with reference to the documents as

may be called for, will be taken up only by the

Lecturer appointing/JRF awarding authorities

after the candidate has qualified in the Test.

(ix) Candidates may please note that all

communications to CSIR should invariably contain

the following particulars, failing which no response

is possible:

(a) Name of the candidate (in full and in BLOCK

LETTERS)

(b) Application form No.

(c) Subject

(d) Centre for Examination

(x) In all matters the decision of the CSIR as to the

eligibility or otherwise of a candidate for admission

to the Test or his/her subsequent qualifying in the

Test shall be final.

(xi) Any attempt on the part of a candidate to obtain

support for his / her candidature by any means may

disqualify him/her for admission to the examination.

(xii) A candidate who is found of guilty of

impersonation or of submitting fabricated

documents or documents which have been

tempered with or of making statements which are

incorrect or false or of suppressing material

information or otherwise resorting to any other

irregular or improper means for obtaining

admission to the examination, or of using or

attempting to use unfair means or of misbehavior in

the examination hall, may, in addition to rendering

himself liable to criminal prosecution:

(a) Be debarred by the CSIR from this test and

future tests also.

(b) Will be liable to disciplinary action under the

appropriate rules, if he/she is already in

service under Government/Autonomous

Bodies/UGC/CSIR.

(xiii) All disputes pertaining to the NET Examination

shall fall within the jurisdiction of Delhi only.

(xiv) The eligible candidates, in their own interest, are

advised to keep Certificate of Postage and

photocopy of both sides of the completed

Application Form and three identical copies of the

passport size photographs which has been affixed

on the Application Form.

(xv) Candidate may also see information relating to

the examination, ‘Revised Syllabus & Scheme of

Examination along with free of cost sample

question papers for the Joint CSIR-UGC JRF/LS

(NET) – 21.12.2008 and onward examinations.

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