This comprehensive volume introduces educational units dealing with various emerging branches of Applicable Mathematics. It consists of chapters that deal with major areas of pure mathematics having the promise of potential application to various other fields of knowledge.

• Illustrative examples and exercises • Comprehensive bibliography

Preface / The Editor / Invariance of the -Spectrum and Sobolev Regularity for Second order Linear Elliptic Problems on RN:P. J. Rabier / Stochastic Differential Equations in Hilbert Spaces: A. Filinkov, I. Maizurna, J. Sorensen & J. Van der Hoek / Boundary Behaviour of Solutions to Nonlinear Elliptic Singular Problems: Ester Giarrusso, Giovanni Porru / Hopf-Lax type formula for non monotonic autonomous Hamilton Jacobi equations: Adimurthi & G.D. Veerappa Gowda / Sup-norm Convergence Rates of Wavelet Expansions in Besov Spaces: M. A. Kon, L. A. Raphael / Some Aspects of the Role of the Motion Group in Classical Fourier Analysis: A. Sitaram / Projective Modules Over Affine Algebras: S.M. Bhatwadekar & R. Sridharan / Some Recent Results on Non-complete Algebraic Surfaces: R.V. Gurjar / The Local Algebras of an Associative Algebra and Their Applications: A. F. Lopez & M. I. T. Barroso / Geometry in Non-Commutative Language and Quantum Mechanics: K. B. Sinha / Self-Adjointness of Schrodinger Operators: A. M. Hinz / Geometry of Ruled Surfaces: Shyuichi Izumiya & Nobuko Takeuchi / New Developments in Slant Submanifolds Theory: A. Carriazo / Asymptotic Forms of Fuzzy Matrices: Sy-Ming Guu, Chin-Tzong Pang & E. S. Lee /Global Univalence and the Jacobian Conjecture: T. Parthasarathy & G. Ravindran / Topological Transitivity for Discrete Dynamical Systems: A. Nagar & V. Kannan / Lie Groups and Invariant Theory: T. Ton-That / The Generalised Ramanujan-Nagell Equations: T. Shorey / A Unified Proof of the Prime Number Theorem and Related Series Results: G.J.O. Jameson

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