Some remarks on the solution of the cell growth equation that involves
a first-order linear functional partial differential
equation, the so-called sell growth
equation On the theory of mixed-type equationsWe briefly review different well-posed boundary-value problems for mixed-type
equations ON CONSTRUCTION EQUATIONS OF MOVEMENT SYSTEMS WITH PROGRAM CONSTRAINTSDeviations from the
equations of constraints are considered, for their estimation the
equations On the partial quasi-analyticity of generalized solutions of weakly nonlinear differential equations with weighted derivatives-Petrovskiĭ-Piskunov-type
equation, the Schrödinger-type
equation, etc. The
arguments used in the proof are based on the author
The Coercivity of Functional Differential Equations differential
equations with expanded and contracted
arguments of higher derivatives of the unknown function
Motions and worldline deviations in Einstein-Maxwell theory by solving the geodesic
equation, and using the worldline
deviation equation. The results agree to the order
On Constructing Dynamic Equations Methods with Allowance for Atabilization of Constraints to determine the Lagrange multipliers in the
equations of motion and take into account possible
deviations from
Constructing equations of constrained dynamical systems deviations from the constraint
equations caused by some errors of a numerical method of integration