To obtain accurate solutions to the time dependent Schrödinger equation, a "product formula" algorithm has been proposed in literature which is both explicit and unconditionally stable.
Results show that stoichiometric breakthrough times, the adsorption rate constants (in Wheeler Jonas equation) and product constants (in Yoon Nelson equation) do not strongly depend on concentration, demonstrating some indicators for simulating the experiments at indoor air level conditions.
Smith and Whitt (1948) developed an equation as product of average annual soil loss for claypan soils for a specific rotation, slope length, slope steepness, and row direction; slope steepness; slope length; soil erodibility; and support practice.
Simple arithmetic rebalancing of the oxygen delivery equation (the product of CaO2 and cardiac output) may well restore values back to those we associate with normal physiology but fail to address the underlying biological abnormality.
This is caused by a simple equation: "Can products be that goodif they're so cheap?
Table 4 Regression equations for product yield of different biomasses Sl. no.
In recent years, difference equations, difference product and q-difference in the complex plane ℂ have been an active topic of study.
The supply chain under consideration is described by discrete dynamic models characterized by balance equations on product and information flows with an ordering policy serving as the control schemes.
Recently, a number of papers have focused on difference equations, difference product and q-difference in the complex plane ℂ, and considerable attention has been paid to the growth of solutions of difference equations, value distribution and uniqueness of differences analogues of Nevanlinna's theory [4, 6 25].
In recent years, there has been an increasing interest in studying difference equations, difference product and q-difference in the complex plane ℂ, considerable attention was paid to the growth of solutions of difference equations, value distribution and the uniqueness of differences analogues of Nevanlinna's theory [4 13].
In those equations, the product trunc H a x ^ ( m ) is the most critical term as it requires numerical computations of O(L2), although the operator trunk is responsible for discarding (zero-fixing) L1 × 8B1 operations (assuming B1 = B2 and L1 = L2).
