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  • University
    • Aligarh Muslim University, Aligarh [19]
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    • Shodhganga [6]
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    • Mathematics [19]
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    • English [19]
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  • Researcher
    • Gupta, Satish Chand [1]
    • Ibadur Rehman, Q [1]
    • Ishrat, Jahan [1]
    • Khan, Ahmed [1]
    • Khan, Mohammad Anis [1]
    • Khan, Mohd Rais [1]
    • Khan, Rais Shah [1]
    • Mahalingeshwara, N [1]
    • Mansoor Ahmad [1]
    • Mohammad, Irfan [1]
    • Musavi, Bilquis [1]
    • Nagaich, Rakesh Kumar [1]
    • Niranjan Singh [1]
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  • Guide
    • Siddiqui, A H [3]
    • Kazim, M A [2]
    • Husain, Izhar S [1]
    • Hussain, Izhar [1]
    • Izhar Husain, S [1]
    • Mohsin, M [1]
    • Pathan, M A [1]
    • Siddiqi, A H [1]
    • Siddiqi, Abdul Hasan [1]
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    • Aligarh [19]
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Search results for ' ' (0.002 seconds ) Total Hits : 19

1

On certain problems in the theory of normal spaces

2

On certain problems in normal spaces

Language:English
3

Studies on semi-definite inner product spaces

4

On the theory of 2-metric and paritally ordered spaces

Language:English
5

study of common categories

6

On certain problems in the theory of non archimedean spaces

Language:English
7

On some aspects of 2-normed spaces

8

On certain problems in the theory of integrability of trigonometric series

Language:English
9

Some contributions to the theory of trigonometric series

Shodhganga
10

Absolute summability factors of infinite series

Language:English
Shodhganga
11

Absolute summability factors of infinite series

Shodhganga
12

Entire functions of finite and infinite order

Language:English
Shodhganga
13

On entire functions and cauchy's theorem

14

Results concerning the exceptional value of entire and meromorphic functions and the maximum term of an entire function

Language:English
15

study of quasi-commutative Jordon algebra

16

Studies on almost Hermitian manifolds and allied structures

Language:English
Shodhganga
17

Lie theory and generating relations of special functions

Shodhganga
18

Study of quasi lie algebras

Language:English
19

study of categories over and below objects

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