Nonlocal Continuum Field Theories Nonlocal continuum field theories are concerned with material bodies whose behavior at any interior point depends on the state of all other points in the body rather than only on an effective field resulting from these points in addition to its own state and the state of some calculable external field. Nonlocal field theory extends classical field theory by describing the responses of points within the medium by functionals rather than functions (the constitutive relations of classical field theory). Such considerations are already well known in solid state physics where the nonlocal interactions between the atoms are prevalent in determining the properties of the material. The tools developed for crystalline materials however do not lend themselves to analyzing amorphous materials or materials in which imperfections are a major part of the structure. Nonlocal continuum theories by contrast can describe these materials faithfully at scales down to the lattice parameter. This book presents a unified approach to field theories for elastic solids viscous fluids and heat conducting electromagnetic solids and fluids that include nonlocal effects in both space and time (memory effects). The solutions to the field equations agree remarkably well with atomic theories and experimental observations. Motion and Deformation Stress Constitutive Equations Nonlocal Electromagnetic Theory Constitutive Equations of Nonlocal Electromagnetic Media Nonlocal Linear Elasticity Nonlocal Fluid Dynamics Nonlocal Linear Electromagnetic Theory Memory Dependent Nonlocal Thermoelastic Solids Memory Dependent Nonlocal Fluids Memory Dependent Nonlocal Electromagnetic Elastic Solids Memory Dependent Nonlocal Electromagnetic Thermofluids Nonlocal Microcontinua Memory Dependent Nonlocal Micropolar Electromagnetic Elastic Solids Nonlocal Continuum Theory of Liquid Crystals.