Pages that link to "Item:Q4868686"
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The following pages link to Evanescent and real waves in quantum billiards and Gaussian beams (Q4868686):
Displaying 44 items.
- Superoscillating sequences in several variables (Q305669) (← links)
- `Superluminal paradox' in wave packet propagation and its quantum mechanical resolution (Q306907) (← links)
- Representing superoscillations and narrow Gaussians with elementary functions (Q506243) (← links)
- Evolution of superoscillations in the Klein-Gordon field (Q776185) (← links)
- Evolution of superoscillations in the Dirac field (Q828369) (← links)
- Eigenstates and scattering solutions for billiard problems: a boundary wall approach (Q935098) (← links)
- Transmission through a regular vs. a superoscillating barrier (Q1621562) (← links)
- Four aspects of superoscillations (Q1621570) (← links)
- Remote state preparation for quantum fields (Q1689796) (← links)
- Superoscillating sequences towards approximation in \(\mathscr{S}\) or \(\mathscr{S}^\prime\)-type spaces and extrapolation (Q1710661) (← links)
- What weak measurements and weak values really mean: reply to Kastner (Q1748025) (← links)
- Continuity theorems for a class of convolution operators and applications to superoscillations (Q1756421) (← links)
- How superoscillating tunneling waves can overcome the step potential (Q1987492) (← links)
- Superoscillating sequences and supershifts for families of generalized functions (Q2119575) (← links)
- A unified approach to Schrödinger evolution of superoscillations and supershifts (Q2129688) (← links)
- Green's function for the Schrödinger equation with a generalized point interaction and stability of superoscillations (Q2223595) (← links)
- Plane wave decomposition in the unit disc: convergence estimates and computational aspects (Q2493927) (← links)
- Gauss sums, superoscillations and the Talbot carpet (Q2656181) (← links)
- On acoustic scattering of beams (Q2685024) (← links)
- Black holes, bandwidths and Beethoven (Q2737936) (← links)
- Yield statistics of interpolated superoscillations (Q2958585) (← links)
- Analysis of superoscillatory wave functions (Q3024166) (← links)
- Violating Bell’s inequalities in vacuum (Q3102412) (← links)
- Asymptotics of evanescence (Q3151859) (← links)
- The optical cross-section theorem with incident fields containing evanescent components (Q4490431) (← links)
- Extraordinary interactions between light and matter determined by anomalous weak values (Q4646920) (← links)
- Momentum paradox in a vortex core (Q4681110) (← links)
- The flexibility in choosing distinct Green’s functions for the boundary wall method: waveguides and billiards (Q5049930) (← links)
- Photon trajectories, anomalous velocities and weak measurements: a classical interpretation (Q5141518) (← links)
- Evolution by Schrödinger equation of Aharonov–Berry superoscillations in centrifugal potential (Q5160654) (← links)
- Superoscillations (Q5249771) (← links)
- Driving quantum systems with superoscillations (Q5357528) (← links)
- Suboscillations with arbitrary shape (Q5365169) (← links)
- Evolution of superoscillations for Schrödinger equation in a uniform magnetic field (Q5366987) (← links)
- The Mathematics of Superoscillations (Q5737937) (← links)
- Classical and quantum complex Hamiltonian curl forces (Q5870881) (← links)
- On the generating functions and special functions associated with superoscillations (Q6048432) (← links)
- Hybridized successive complementary expansions for solving convection-dominated 2D elliptic PDEs with boundary layers (Q6095389) (← links)
- Superoscillations and the quantum potential <sup>*</sup> (Q6105710) (← links)
- A proposal to characterize and quantify superoscillations (Q6561796) (← links)
- Optimized shaping and trade-off of superoscillating pulses (Q6562959) (← links)
- Aharonov-Berry superoscillations in the radial harmonic oscillator potential (Q6590064) (← links)
- Superresolution using supergrowth and intensity contrast imaging (Q6590065) (← links)
- Efficient method to create superoscillations with generic target behavior (Q6590070) (← links)