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2. When H*H is singular, then infinitely many solutions w^ exist and any two solutions difFer by a vector in the nullspace of H ,i.e., if $1 and 6 2 are any two solutions, then $1 - $2 E N ( H ) . This situation can occur for both over- and under-determined least-squares problem^.'^
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TABLE 21-3
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variables that one is usually unaware of their significance for the procedure In any first-principles equilibrium simulation, one must know the energy in terms of the atomistic configurations and, in the definition of canonical and grand canonical statistical ensembles, the Lagrange multiplier temperature occurs in combination with this energy function Other macroscopic observables entering the definition of equilibrium ensembles can be the volume or the pressure, particle numbers, or chemical potentials Whereas the choice of equilibrium variables is universal for all materials, the zoo of coarse-grainedvariables for nonequilibrium systems is much richer in number and variety Their selection requires physical understanding of specific systems, and their merit for simulations is the bridging of the wide gap of times scales This is the origin of both the challenging and the rewarding nature of beyond-equilibrium thermodynamics,which is admittedly less rigorous than equilibriumthermodynamics (see Section 111).
Stefiin Banach ( 1892-1945).
When there are no immediate transitions enabled, the marking m is said to be tangible. Then, the following rules apply: - An enabled transition W(t)* - Upon firing, a transition t removes I(p, t) tokens from input place p E Ip(t) and adds O(t,p) tokens to output place p E O,(t). Thus, the firing of transition t in marking m yields a new marking m . - When in a particular marking m more than one timed transition is enabled, one of them is selected probabilistically as follows: * Let E,(m) C T denote the set of transitions enabled in marking 773. t fires after an exponentially distributed time with rate
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