Plasticity:Mathematical Theory and Numerical Analysis
By B. Daya Reddy

List of LEMMAs

Chapter 4: The Plastic Flow Law in a Convex-Analytic Setting

Example 4.9: Linear Kinematic Hardening.

Chapter 5: Results from Functional Analysis and Function Spaces

THEOREM 5.3: (Closed Range Theorem).
THEOREM 5.6: (Cauchy-Schwarz Inequality).
THEOREM 5.7: (Riesz Representation Theorem).
THEOREM 5.9: (Lax-Milgram Lemma).
THEOREM 5.11: (Projection Theorem).
THEOREM 5.15: (Trace Theorem).
THEOREM 5.16: (Second Trace Theorem).
THEOREM 5.17: (Equivalent Norm Theorem).

Chapter 6: Variational Equations and Inequalities

THEOREM 6.3: (Babu ka , BREZZI )
THEOREM 6.5: (Banach Fixed-Point Theorem).

Chapter 7: The Primal Variational Problem of Elastoplasticity

THEOREM 7.3: (Existence and Uniqueness)
THEOREM 7.4: (Stability)
Copyright Springer-Verlag London Limited 1999 under license agreement with Books24x7
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