An equation named for this scientist governs the time-evolution of the phase-space distribution function for a system of particles (10[1]-5[1])and contains force, diffusion, and collision terms. At zero chemical (-5[1])potential, Gibbs factors equal this scientist’s factors, which equal the exponential (10[1])of minus (-5[1])E over (-5[1])kT. (10[7]-5[4])A constant (10[1]-5[1])named for (-5[1])this (-5[1])scientist (10[2]-5[1])relates temperature (10[2]-5[1])to kinetic (10[2])energy (10[3]-5[2])by the (10[1])equipartition (10[1]-5[3])theorem. (10[6]-5[3])This scientist’s tombstone (-5[1])is engraved (10[1])with (10[1])the equation (10[3]-5[2])“S (10[1]-5[2])equals (10[2])k (10[2])log (10[1])W,” (10[5])which sets (10[1])entropy proportional to the log (10[2])of the number (10[1])of microstates. For 10 points, (10[1])what Austrian “father of (10[1])statistical (10[1])mechanics” (10[3])co-names a distribution (10[1])of particle speeds (10[1]-5[2])with James Clerk (-5[2])(“clark”) Maxwell? (10[1])■END■ (10[24]0[27])