ELEMENTARY LESSONS IN PHYSICS
CONTENTS WHAT IS NANO OPTICS? WAVE EQUATION EVANESCENT WAVES THE REALM OF NANO OPTICS MAXWELL’S EQUATIONS IN A NUTSHELL THE CONCEPT OF FIELDS MAXWELL’S EQUATIONS MAXWELL’S EQUATIONS IN MATTER TIME-HARMONIC FIELDS LONGITUDINAL AND TRANSVERSE FIELDS ANGULAR SPECTRUM REPRESENTATION FOURIER TRANSFORM OF FIELDS FAR-FIELD REPRESENTATION FIELD IMAGING AND FOCUSING PARAXIAL APPROXIMATION AND GAUSSIAN BEAMS FIELDS OF A TIGHTLY FOCUSED LASER BEAM DETAILS OF IMAGING AND FOCUSING TRANSFORMATIONS SYMMETRY AND FORCES OPTICAL FORCES CONTINUITY EQUATION POYNTING’S THEOREM OPTICAL CROSS SECTIONS CONSERVATION OF MOMENTUM OPTICAL ANGULAR MOMENTUM GREEN’S FUNCTIONS WHAT ARE GREEN’S FUNCTIONS? GREEN’S FUNCTION FOR THE HELMHOLTZ EQUATION GREEN’S FUNCTION FOR THE WAVE EQUATION OPTICAL THEOREM DETAILS FOR REPRESENTATION FORMULA OF WAVE EQUATION DIFFRACTION LIMIT AND BEYOND IMAGING A SINGLE DIPOLE DIFFRACTION LIMIT OF LIGHT SCANNING NEAR?ELD OPTICAL MICROSCOPY LOCALIZATION MICROSCOPY MATERIAL PROPERTIES DRUDE–LORENTZ AND DRUDE MODELS FROM MICROSCOPIC TO MACROSCOPIC ELECTROMAGNETISM NONLOCALITY IN TIME RECIPROCITY THEOREM IN OPTICS STRATI?ED MEDIA SURFACE PLASMONS GRAPHENE PLASMONS TRANSFER MATRIX APPROACH NEGATIVE REFRACTION GREEN’S FUNCTION FOR STRATI?ED MEDIA PARTICLE PLASMONS QUASISTATIC LIMIT SPHERES AND ELLIPSOIDS IN THE QUASISTATIC LIMIT BOUNDARY INTEGRAL METHOD FOR QUASISTATIC LIMIT CONFORMAL MAPPING MIE THEORY BOUNDARY INTEGRAL METHOD FOR WAVE EQUATION DETAILS OF QUASISTATIC EIGENMODE DECOMPOSITION PHOTONIC LOCAL DENSITY OF STATES DECAY RATE OF QUANTUM EMITTER QUANTUM EMITTER IN PHOTONIC ENVIRONMENT SURFACE-ENHANCED RAMAN SCATTERING FÖRSTER RESONANCE ENERGY TRANSFER ELECTRON ENERGY LOSS SPECTROSCOPY COMPUTATIONAL METHODS IN NANO OPTICS FINITE DIFFERENCE TIME DOMAIN SIMULATIONS BOUNDARY ELEMENT METHOD GALERKIN SCHEME BOUNDARY ELEMENT METHOD APPROACH (GALERKIN) FINITE ELEMENT METHOD DETAILS OF POTENTIAL BOUNDARY ELEMENT METHOD QUANTUM EFFECTS IN NANO OPTICS GOING QUANTUM IN THREE STEPS THE QUANTUM OPTICS TOOLBOX SUMMARY OF BOOK CHAPS 13–18 QUANTUM ELECTRODYNAMICS IN A NUTSHELL PRELIMINARIES CANONICAL QUANTIZATION COULOMB GAUGE CANONICAL QUANTIZATION OF MAXWELL’S EQUATIONS MULTIPOLAR HAMILTONIAN DETAILS OF LAGRANGE FORMALISM IN ELECTRODYNAMICS CORRELATION FUNCTIONS STATISTICAL OPERATOR KUBO FORMALISM CORRELATION FUNCTIONS FOR ELECTROMAGNETIC FIELDS CORRELATION FUNCTIONS FOR COULOMB SYSTEMS QUANTUM PLASMONICS ELECTRON ENERGY LOSS SPECTROSCOPY REVISITED THERMAL EFFECTS IN NANO OPTICS CROSS-SPECTRAL DENSITY AND WHAT WE CAN DO WITH IT NOISE CURRENTS CROSS-SPECTRAL DENSITY REVISITED PHOTONIC LOCAL DENSITY OF STATES REVISITED FORCES AT THE NANOSCALE HEAT TRANSFER AT THE NANOSCALE DETAILS OF DERIVATION OF REPRESENTATION FORMULA TWO-LEVEL SYSTEMS BLOCH SPHERE TWO-LEVEL DYNAMICS RELAXATION AND DEPHASING JAYNES–CUMMINGS MODEL MASTER EQUATION DENSITY OPERATOR MASTER EQUATION OF LINDBLAD FORM SOLVING THE MASTER EQUATION OF LINDBLAD FORM ENVIRONMENT COUPLINGS PHOTON NOISE PHOTON DETECTORS AND SPECTROMETERS QUANTUM REGRESSION THEOREM PHOTON CORRELATIONS AND FLUORESCENCE SPECTRA MOLECULE INTERACTING WITH METALLIC NANOSPHERES