J Syst Sci Complex: 187–200 QUANTUM FINANCIAL ECONOMICS — RISK AND RETURNS GONCALVES Carlos Pedro

Source URL: capp.iscsp.ulisboa.pt

• Quantum states
• Quantum mechanics
• Mathematical finance
• Wave function
• Waves
• Oscillation
• Harmonic oscillator
• Mathematical formulation of quantum mechanics
• Volatility
• Introduction to quantum mechanics

PHYSICAL REVIEW A 70, Anharmonic effects on a phonon-number measurement of a quantum-mesoscopic-mechanical oscillator D. H. Santamore ITAMP, Harvard-Smithsonian Center for Astrophysics, Cambridge, Massachu

Source URL: nano.caltech.edu

• Ordinary differential equations
• Quantum mechanics
• Harmonic oscillator
• Anharmonicity
• Phonon
• Quantum harmonic oscillator
• Oscillation
• Langevin equation
• Damping

ES 111 Mathematical Methods in the Earth Sciences Problem Set 8 - Due Mon 30th Nov 2015 Warmup (NPC) 1) Find the general solutions to the following second-order constant coefficient differential equations: a) y 00 − y

Source URL: www.es.ucsc.edu

• Ordinary differential equations
• Differential equations
• Separation of variables
• Homogeneous differential equation
• Wave equation
• Equation solving
• Harmonic oscillator
• Method of undetermined coefficients
• SturmLiouville theory

COMPLEX NUMBERS AND DIFFERENTIAL EQUATIONS PROBLEM SET 3 Problems and solutions courtesyJulia Yeomans Comments and corrections to Michael Barnes 1. Solve the following differential equations (y 00 =

Source URL: www-thphys.physics.ox.ac.uk

• Ordinary differential equations
• Damping
• Harmonic oscillator
• Natural logarithm
• Trigonometric functions
• Sine
• Envelope
• Linear differential equation

Haldia Institute of Technology Department of Applied Sciences Assignment - I Course: PH 101/PH 201 Module1: Vibration and Waves 1. The displacement of a body of mass 2 g executing SHM is indicated by

Source URL: hithaldia.in

• Ordinary differential equations
• Classical mechanics
• Earthquake engineering
• Physical quantities
• Waves
• Harmonic oscillator
• Simple harmonic motion
• Damping
• Vibration
• Resonance
• Oscillation
• Mechanical resonance

pubs.acs.org/NanoLett Parametric Amplification and Back-Action Noise Squeezing by a Qubit-Coupled Nanoresonator Junho Suh,† Matthew D. LaHaye,‡ Pierre M. Echternach,§ Keith C. Schwab,| and

Source URL: nano.caltech.edu

• Quantum information science
• Quantum computing
• Teleportation
• Quantum optics
• Qubit
• Harmonic oscillator
• Squeezed coherent state
• Charge qubit
• Keith Schwab
• Anthony E. Siegman

q-DEFORMED HARMONIC OSCILLATOR IN PHASE SPACE ∗ A.K.Aringazin†‡ , K.M.Aringazin† , S.Baskoutas∗ ,

Source URL: www.i-b-r.org

Justin Wright October, Local Oscillator/Harmonic Mixer Frequency Measurement System

Source URL: twist.phys.virginia.edu

SUPERSYMMETRIC HADRONIC MECHANICAL HARMONIC OSCILLATOR A.K.Aringazin Department of Theoretical Physics Karaganda State University

Source URL: www.i-b-r.org

Plane Wave Geometry and Quantum Physics Matthias Blau Abstract. I explain how the Lewis–Riesenfeld exact treatment of the timedependent quantum harmonic oscillator can be understood in terms of the geodesics and isomet

Source URL: www.blau.itp.unibe.ch