Search for '(su:{Differential Equations}) and holdingbranch:BCL'

Handbook of exact solutions for ordinary differential equations

By Polyanin, Andrei D.. Boca Raton Chapman & Hall 2003 . xxvi, 787 p. 1584882972

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Computational partial differential equations using MATLAB

By Li, Jichun. Boca Raton CRC Press 2020 . xiii, 408 p. 9780367217747

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Computational techniques for riccati-based feedback stabilization of large-scale sparse index-2 descriptor system

By Toriqul Islam, Md.. Dhaka Department of Mathematics, BUET 2022 . xvi, 83 p.

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Error minimization of reduced models of large-scale systems by solving time and frequency restricted lyapunov equations

By Kife Intasar Bin Iqbal. Dhaka Department of Mathematics, BUET 2021 . xii,116 p.

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Numerical solution of higher order boundary value problem by exp-function method

By Oliur Rahman, Md.. Dhaka Department of Mathematics, BUET 2021 . xii, 47 p.

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Stability analysis of jeffery-hamel similarity solution and its relation to flow in a diverging channel

By Al-Maruf Khan. Dhaka Department of Mathematics, BUET 2021 . xii, 53 p.

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Differential equations with boundary-value problems

By Zill, Dennis G.. Boston Cengage Learning 2018 . x, 559 p.+various paging 9781305965799

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Differential equations :

By Brannan, James R.. New Jersey John Wiley & Sons 2015 . xii, 673 p 9781118531778

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Differential equations with boundary value problems

By Polking, John. London Pearson Education 2014 . 704 p. 9781292039152

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Differential equations & linear algebra

By Farlow, Jerry . New York Pearson Education 2017 . xxii, 705 p. 9780134689548

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Elementary differential equations

By Rainville, Earl D. . New Jersey Prentice Hall 1997 . xiii, 530 p. 9780135080115

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Modern introduction to differential equations

By Ricardo, Henry J.. London Elsevier 2021 . xv, 539 p. 9780128234174

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First course in differential equations with modeling applications

By Zill, Dennis G.. Singapore Cengage Learning 2018 . x, 389+various paging 9781337556644

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Fundamentals of differential equations

By Nagle, R. Kent. Harlow Pearson education 2019 . 717 p. 9781292240992

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Introductory differential equations

By Abell, Martha L.. London Elsevier 2018 . xii, 508 p. 9780128149485

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Applied partial differential equations with fourier series and boundary value problems

By Haberman, Richard. Essex Pearson Education 2014 . ii, 644 p. 9781292039855

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Applications of differential equations in engineering and mechanics

By Chau, K. T.. London Taylor & Francis 2019 . xxiv, 805 p. 9780367026431

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Differential equations

By Krantz, Steven G.. London Taylor & Francis 2016 . xvi, 464 p. 9781498735018

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Ordinary differential equations

By Howell, Kenneth B.. Boca Raton Taylor & Francis 2020 . xiv, 892 p. 9781138605831

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Differential equations and their applications

By Braun, Martin. New York Springer Science+Business Media 1993 . xiv, 578 p. 0387978941

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Numerical solution of non-newtonian nanofluid using buongiorno’s mathematical model

By Hure Zannatul Mawa. Dhaka Department of Mathematics, BUET 2020 . xvi, 83 p.

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Analysis of heat absorption on natural convection flow along a vertical wavy surface with viscous dissipation under variable viscosity

By Zohora Yesmin. Dhaka Department of Mathematics, BUET, Dhaka 2019 . xiii, 70 p.

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Numerical analysis of natural convection in a rectangular porous enclosure with partially active thermal walls

By Sumona Huq. Dhaka Department of Mathematics, BUET 2019 . xiv, 77p.

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Analysis of reciprocal variation of viscosity and thermal conductivity with temperature on natural convection flow along a vertical wavy surface

By Saha, Tinni . Dhaka Department of Mathematics, BUET 2019 . xvi, 84 p.

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Natural convection flow of nanofluid along a vertical complex wavy surface with uniform heat flux

By Farjana Habiba . Dhaka Department of Mathematics, BUET, Dhaka

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Solution techniques for elementary partial differential equations

By Constanda, Christian. London Taylor & Francis 2016 . xxi, 358 p. 9781498704953

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Computational mathematics

By White, Robert E.. London Taylor & Francis 2016 . xxii, 476 p. 9781482235159

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Double diffusive natural convection in a porous triangular enclosure filled with nanofluid in presence of magnetic field and heat generation

By Raju Chowdhury. Dhaka Department of Mathematics, BUET 2016 . xv, 65p.

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Advanced mathematical methods for scientists and engineers

By Bender, Carl M.. New York Springer-Verlag 1999 . xiv,593p. 25 cm.. 0387989315

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Introduction to perturbation techniques

By Nayfeh, Ali Hasan. Weinheim Wiley-VCH Verlag 2004 . xiv, 519 p. 9788126546824

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Differential & difference equations for engineers and scientists

By Chester, Charlin. New York Willford press 2016 . vi, 252p. 9781682852026

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Partial differential equations

By Strauss, Walter A.. New York John Wiley & Sons 2008 . x, 454 p. 9780470054567

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Similarity analyses of boundary value problems in engineering

By Hansen, Arthur G.. Prentice Hall New Jersey 1964 . xiv, 114p.

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Digital computer user's handbook

By Klerer, Melvin. New York McGraw- Hill 1967 . xii,various paging+18p.

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Elements of ordinary differential equations

By Golomb, Michael. New York McGraw-Hill 1965 . xi, 410p.

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Differential equations for engineers

By Franklin, Philip. New York Dover Publications 1933 . 299+ p.

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Student solutions manual

By Lomen, David. New York John Wiley 1999 . 177 p. 047132759x

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Differential equations

Singapore World Scientific 1993 . xix, 500p. 23 cm.. 9810219911

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Applied numerical analysis

By Gerald, Curtis F.. New Delhi Pearson Education 1994 . xiv, Various pagings 25 cm.. 0201565536

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Integral calculus, including differential equations

By Das, B. C.. New Delhi U. N. Dhur & Sons 1971 . viii, 448 p. 22 cm..

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Introduction to complex analysis in several variables

By Hormander, Lars . Amsterdam | New York North-Holland 1990 . xii, 254 p. 23 cm.. 0444884467

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Introduction partial differential equations

By Folland, Gerald B.. New Delhi Prentice-Hall of India 1995 . xi,324p. 8120318854

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Generalized ordinary differential equations

By Schwabik, Štefan. Singapore World Scientific 1992 . ix, 382 p. 23 cm.. 9810212259

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Finite difference method in partial differential equations

By Mitchell, A. R.. New York Wiley 1980 . xii, 272 p. , A Wiley-Interscience publication 24 cm.. 0471276413

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Introduction to differential equations

By Andrews, Larry C.. New York HarperCollins Publishers 1991 . xiv, 546 p. 25 cm.. 0060402938

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Computational Galerkin methods

By Fletcher, C. A. J.. New York Springer-Verlag 1984 . xi, 309 p. 25 cm.. 0387126333

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Modeling, mesh generation, and adaptive numerical methods for partial differential equations

By Babuska, Ivo. New York Springer-Verlag 1995 . li, 450 p. 25 cm.. 0387945423

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Symmetry analysis of differential equations with Mathematica

By Baumann, Gerd. New York Springer/Telos 1998 . xii, 521 p. 24 cm. . 0387985522

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Solving ordinary differential equations ii

By Hairer, E.. Berlin Springer-Verlag 1996 . xv, 614p. , Vol. 2 25 cm.. 3540604529

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Operational mathematics

By Churchill, Ruel V.. New York McGraw-Hill 1972 . xii, 481 p. 23 cm.. 0070108706

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