Thermodynamics, Statistical Physics, and Quantum Mechanics

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Fluctuations

4.89.

4.90.

4.91.

4.92.

4.93.

4.94.

4.95.

4.96.

Applications toSolid State

4.97.

4.98.

4.99.

4.100.

4.101.

4.102.

4.103.

4.104.

4.105.

4.106.

5.Quantum Mechanics

5.1.

5.2.

5.3.

5.4.

5.5.

5.6.

5.7.

5.8.

5.9.

5.10.

5.11.

5.12.

Magnetization Fluctuation (Stony Brook)

Gas Fluctuations (Moscow Phys-Tech)

Quivering Mirror (MIT, Rutgers, Stony Brook)

Isothermal Compressibility and Mean Square Fluctuation

(Stony Brook)

Energy Fluctuation in Canonical Ensemble (Colorado,

Stony Brook)

Number Fluctuations (Colorado (a,b), Moscow

Phys-Tech (c))

Wiggling Wire (Princeton)

LC Voltage Noise (MIT, Chicago)

Thermal Expansion and Heat Capacity(Princeton)

Schottky Defects (Michigan State, MIT)

Frenkel Defects (Colorado, MIT)

Two-Dimensional Debye Solid (Columbia, Boston)

Einstein Specific Heat (Maryland, Boston)

Gas Adsorption (Princeton, MIT, Stanford)

Thermionic Emission (Boston)

Electrons and Holes (Boston, Moscow Phys-Tech)

Adiabatic Demagnetization (Maryland)

CriticalField in Superconductor (Stony Brook, Chicago)

One-DimensionalPotentials

Shallow Square Well I (Columbia)

Shallow Square Well II (Stony Brook)

Attractive Delta Function Potential I (Stony Brook)

Attractive Delta Function Potential II (Stony Brook)

Two Delta FunctionPotentials (Rutgers)

Transmission Through a Delta Function Potential

(Michigan State, MIT, Princeton)

Delta Function in a Box (MIT)

Particle in Expanding Box (Michigan State, MIT, Stony

Brook)

One-Dimensional Coulomb Potential (Princeton)

Two Electrons in a Box (MIT)

Square Well (MIT)

Given the Eigenfunction (Boston, MIT)