Miscellaneous

       1) Some definition by E.K. Narayanan , you must know:) : Click here

        2) Some Upcoming Conferences ->a) GeCoGedi

                                                                     b) Research seminar

                                                                     c) Conferences 365

My Favourite Books:  

                              R1) Principles of Mathematical Analysis ~ Walter Rudin        

                                R2) Real and Complex Analysis ~ Walter Rudin   

                                R3) Real Analysis~ S.K. Mapa 

                                R4) Topology of Metric Spaces ~ S. Kumaresen

      R5) Real Analysis ~ N. L. Carothers

                                R6) Introduction to Real Analysis~ Robert G. Bartle and Donald R. Sherbert 

                                R7) Problems in Mathematical Analysis Vol: I,II,III ~ W. J. Kacjor and M. T. Nowak

                                R8) Real Analysis ~ H. L. Royden and P. M. Fitzpatrick

                                R9) Analysis I,II ~ Terence Tao

                               R10) Berkely Problems in Mathematics ~ P. N. D. Souza and J. N. Silva

                               R11) Mathematical Analysis ~ Tom M. Apostol

                               R12) Measure, Integration & Analysis ~ Sheldon Axler

    R13) Measure theory & Integration ~ G. De. Barra

                               R14) Real Analysis : Measure theory , Integration & Hilbert Space ~ E.M. Stein & R. Shakarchi

                             A1) Contemporary Abstract Algebra ~ Joseph Gallian

                             A2) Abstract Algebra ~ Dummit and Foote

                             A3) Abstract Algebra ~ I.N. Herstein

                             A4)Algebra ~ Michael Artin

                             L1) Linear Algebra ~ Friedberg, Insel and Spencee

                             L2) Linear Algebra ~  Hoffman and Kunze

                             L3) Linear Algebra ~ LIpschutz and Lipson

                             L4) Linear Algebra done right ~ Sheldon Axler

                             L5) Linear Algebra ~  Serge Lange

                             C1) Foundation of Complex Analysis ~ S. Ponnusamy

                             C2) Complex variable and Application ~ J. W. Brown and R. V. Churchill

                             C3) Complex Analysis ~ J. Bak and D. J. Newman

                             C4) Complex Variable ~  M.R. Spigel et. al

                             C5) Functions of one complex variable ~ J.B. Conway

                             C6) Complex Analysis ~ Dennis G. Zill and P.D. Shanahan

                             C7) Complex Analysis ~ E. M. Stein and R. Shakarchi

                             C8) Function Theory in the Unit Ball of C^n ~ Walter Rudin 

C9) Complex Analysis  ~ L.V. Ahlfors

T1) Introduction to General Topology ~ K. D. Joshi

T2)Topology ~ J.R. Munkres

T3)Topology and Modern Analysis ~ G.F. Simmons

T4) General Topology ~ J.L. Kelley

T5) Algebraic Topology ~ Allen Hatcher

T6)

MRA1) Iteration theory of holomorphic maps on taut manifolds ~ Marco Abate

MRA2) Holomorphic Dynamics on Hyperbolic Riemann Surfaces ~ Marco Abate

MRA3) Invariant distances and metrics in complex analysis  ~ M Jarnicki, P Pflug 

MRA4) Hyperbolic Complex Spaces ~ Shoshichi Kobayashi

MRA5) Metric Spaces of Non-Positive Curvature ~ Martin R. Bridson, André Haefliger 

MRA6) Continuous semigroups of holomorphic self-maps of the unit disc ~ F Bracci, MD Contreras, S Díaz-Madrigal 

MRA7) Dynamics in one complex variable ~ John Milnor 

MRA7) Boundary Behaviour of Conformal Maps ~ Christian Pommerenke 

                                                     "Obvious is the most dangerous word in mathematics." — E. T. Bell