Search for '(su:{Mathematical Analysis})'

New approach to computational analysis of mixed-boundary-value stress problems of curved bodies

BUET, Dhaka Mechanical Engineering, 2014 . xvi,129p. , With one CD-ROM

Place Hold on New approach to computational analysis of mixed-boundary-value stress problems of curved bodies

Principles of real analysis

By Gupta, S. L.. New Delhi : Pearson Education, 2003 . Various pagings : 24 cm.. 8178089211

Place Hold on Principles of real analysis

Applied analysis

By Krall, Allan M.. Boston D. Reidel Publishing 1986 . xi, 561 p. 26 cm.. 9027723281

Place Hold on Applied analysis

Analysis on fractals

By Kigami, Jun. Cambridge Cambridge University Press 2001 . viii, 226p. 24 cm.. 0521793211

Place Hold on Analysis on fractals

Numerical mathematical analysis

By Scarborough, James B.. New Delhi Oxford & IBH 1966 . xxi, 600p.

Place Hold on Numerical mathematical analysis

Real and complex analysis

By Rudin, Walter. New Delhi Tata McGraw-Hill 1974 . xii, 452p. 23 cm..

Place Hold on Real and complex analysis

Introduction to analysis

By Gaughan, Edward D.. Monterey, Calif Brooks/Cole Publishing 1975 . viii,228p. 24 cm.. 0818501723

Place Hold on Introduction to analysis

Introduction to real analysis

By Bartle, Robert G. . New york John wiley & sons 1982 . xii, 370 p. 0471059447

Place Hold on Introduction to real analysis

Probability and statistics in hydrology

By Yevjevich, Vujica. Colorado Water Research Publication 1972 . x, 295 p. 0918334004

Place Hold on Probability and statistics in hydrology

Real and stochastic analysis

By Rao, M. M.. New York John Wiley & Sons 1986 . xi, 347 p. 24 cm.. 0471829692

Place Hold on Real and stochastic analysis

Foundations of analysis

By Cogan, Edward J.. Englewood Cliffs Prentice-Hall 1962 . 221 p. 24 cm..

Place Hold on Foundations of analysis

Introduction to mathematical analysis

By Daus, Paul H.. Reading Addison-Wesley Pub. 1958 . viii, 244 p. 24 cm..

Place Hold on Introduction to mathematical analysis

Principles of mathematical analysis

By Rudin, Walter. New York McGraw-Hill 1976 . x, 342 p. 24 cm.. 007054235X

Place Hold on Principles of mathematical analysis

Principles of mathematical analysis

By Rudin, Walter. New York McGraw-Hill 1964 . ix, 270 p. 23 cm..

Place Hold on Principles of mathematical analysis

Real and complex analysis

By Rudin, Walter. New York McGraw-Hill 1966 . xi, 412 p. 24 cm..

Place Hold on Real and complex analysis

Mathematical analysis

By Flett, T. M.. New York McGraw-Hill 1966 . ix, 439 p. 24 cm..

Place Hold on Mathematical analysis

Course of mathematical analysis

By Narayan, Shanti. New Delhi S. Chand 1964 . viii, 436p. 24 cm..

Place Hold on Course of mathematical analysis

Course of analysis

By Phillips, E. G.. Cambridge University Press 1960 . vi, 361 p. 22 cm..

Place Hold on Course of analysis

Methods of real analysis

By Goldberg, Richard R.. Calcuta Oxford & IBH 1964 . 353 p. 27 cm..

Place Hold on Methods of real analysis

Introduction to topology and modern analysis

By Simmons, George F.. New York McGraw-Hill 1963 . 372 p. 24 cm..

Place Hold on Introduction to topology and modern analysis

Advanced mathematical analysis

By Beals, Richard. New York Springer-Verlag 1973 . x, 230 p. 25 cm.. 0387900667

Place Hold on Advanced mathematical analysis

Problems in mathematical analysis

By Rivkind, Ya. I.. Groningenn P. Noordhoff Scientific Publishers . 98 p. 22 cm..

Place Hold on Problems in mathematical analysis

Introduction to analysis

By Wade, William R.. Upper Saddle River Prentice Hall 2000 . xii, 611 p. 25 cm.. 0130144096

Place Hold on Introduction to analysis

Analysis I

By Tao, Terence. New Delhi Hindustan Book Agency 2006 . xviii, 388p. , Volume - 1 8185931623

Place Hold on Analysis I

Analysis II

By Tao, Terence. New Delhi Hindustan Book Agency 2006 . xviii, (389-629)p. , vol. 2 8185931631

Place Hold on Analysis II

Introduction to analysis

By Hasser, Norman B.. Boston Ginn and Company 1959 . xiv, 688p.

Place Hold on Introduction to analysis

Study of fluid flow through a tube with and without obstacle

By Mainul Hossain, Mohammed. Dhaka Department of Mathematics, BUET 2015 . xiv,53p.

Place Hold on Study of fluid flow through a tube with and without obstacle

Mathematical model for predicting the nonlinear response of unreinforced masonry walls to in-plane earthquake excitations

By Mengi, Yalcin. California University of California 1986 . ix, 113 p.

Place Hold on Mathematical model for predicting the nonlinear response of unreinforced masonry walls to in-plane earthquake excitations

Data science and machine learning

By Kroese, Drik P.. Boca Raton Taylor & Francis 2020 . xxi, 513 p. 9781138492530

Place Hold on Data science and machine learning