Valuing your collection practical guide for museum libraries and archives
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TextLanguage: English Publication details: London Facet Publishing UK 2017Description: xiv,224p. cmISBN: - 9781783301874 (pbk)
- 2:8, Q7
Textual
| Cover image | Item type | Current library | Home library | Collection | Shelving location | Call number | Materials specified | Vol info | URL | Copy number | Status | Notes | Date due | Barcode | Item holds | Item hold queue priority | Course reserves | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
Textual
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Central Library | Central Library | 2:8 Q7 (Browse shelf(Opens below)) | Available | CL1648011 |
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Advanced Calculus for Mathematical Modeling in Engineering and Physics
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Applied matrix and tensor analysis
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Cartesian tensors
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Cartesian tensors
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Cartesian tensors
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Cartesian tensors
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Cartesian tensors: with applications to mechanics, fluid mechanics and elasticity
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Cartesian tensors.
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14
Concepts from tensor analysis and differential geometry
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15
Electric circuit theory and the operational calculus
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Ementary theory of tensors
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17
Euclidean tensor calculus with applications
by Beju I -
18
Finite element procedures
by Bathe Klaus-Jurgen -
19
From Algebraic Structures to Tensors
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20
Fundamental mechanics of fluids
by Currie, I G -
21
Geometrical Properties of Vectors and Covectors: an Introductory Survey of Differentiable Manifolds, Tensors and Forms
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22
Geometry of physics: an introdction
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Introducing Einstein's Relativity
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24
Introducing Einstein's Relativity
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25
Introducing Einstein's Relativity
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26
An Introduction to Algebraic Statistics with Tensors
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27
Introduction to general relativity and the cosmological constant problem
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28
Introduction to linear algebera and tensors
by Akivis M A -
29
Introduction to linear algebra and tensors
by Akivis M A -
30
Introduction to non-linear algebra
by Dolotin V -
31
Introduction to relativity
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Introduction to relativity
by Narlikar Jayant V -
33
Introduction to relativity: In-Depth and accessible
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34
Introduction to tensor analysis for engineers and applied scientists
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35
Introduction to tensors, spinors and relativistic wave-eqations
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36
Introduction to tensors, spinors and relativistic wave-eqations
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37
Introduction to vectors and tensors: linear and multilinear algebra
by Bowen Ray M -
38
Introduction to vectors and tensors: vector and tensor analysis
by Bowen Ray M -
39
Les tenseurs
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40
Line groups in physics: Theory and applications to nanotube and polymers
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41
Manifolds, Tensors, and Forms
by Renteln -
42
Manual for theoretical chemistry
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43
Mathematical methods in the earth and environmental sciences
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44
Matrices and tensors in physics
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45
Matrices and tensors in physics
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46
Matrices and tensors in physics
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47
Matrices and tensors in physics
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48
Matrix analysis of electrical machinery
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49
Matrix and tensor calculus: with application to mechanics, elasticity and aeronautics
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50
Matrix and tensor calculus: with application to mechanics, elasticity and aeronautics
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Valuing your collection
APA
Matassa Freda Au, . (2017). Valuing your collection. London: Facet Publishing UK.
Chicago
Matassa Freda Au, . 2017. Valuing your collection. London: Facet Publishing UK.
Harvard
Matassa Freda Au, . (2017). Valuing your collection. London: Facet Publishing UK.
MLA
Matassa Freda Au, . Valuing your collection. London: Facet Publishing UK. 2017.
