Results 21 to 30 of about 769,228 (261)
The final value problem for Sobolev equations [PDF]
Let A A and B
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On a final value problem for a nonlinear fractional pseudo-parabolic equation
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Au, Vo Van +3 more
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A Class of Well-Posed Parabolic Final Value Problems [PDF]
This paper focuses on parabolic final value problems, and well-posedness is proved for a large class of these. The clarification is obtained from Hilbert spaces that characterise data that give existence, uniqueness and stability of the solutions.
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The effect of problems on supply chain wide efficiency
For any business to compete successfully in the modern, globalised business environment, it needs to mobilise its suppliers and customers to co-operate in order to reduce unnecessary costs and inefficiencies between them and to ensure the best value for ...
Micheline J. Naude +1 more
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Discrete Boundary Value Problems with Initial and Final Conditions [PDF]
The author studies the nonhomogeneous linear difference equation with constant coefficients of order \(k\geq 2\): \[ \sum^k_{j=0}a_jy(t+j)= g(t),\quad t\in \{0\}\cup \mathbb N\tag{1} \] such that \(a_0 a_1\neq 0\), subject to initial conditions \[ y(i)-y_i,\quad N\leq i\leq k_1-1\tag{2} \] and to final conditions \[ y(i)=y_i, \quad N\leq i\leq N+k_2-1 ...
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Study on the Influencing Factors of Corn Starch Saccharification Reaction
At present, in the industrial production process of corn starch sugar, there are some problems in the saccharification reaction stage, such as low initial starch milk concentration, long reaction time, poor enzymatic hydrolysis effect, low yield of final
LEI Ying-jie +6 more
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Solution of the Rodriguez Equation in Modeling Volumetric Geometric Accuracy of Multi-Coordinate Systems [PDF]
The article describes the solution to the Rodrigues equation for determining the volumetric accuracy of multi-axis CNC-controlled systems. An algorithm for calculating the position of the axis of a rotary kinematic pair in problems of volumetric accuracy
Stebulyanin M.M., Pimushkin Ya.I.
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On the final boundary value problems in linear thermoelasticity [PDF]
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On parabolic final value problems and well-posedness
We prove that a large class of parabolic final value problems is well posed. This results via explicit Hilbert spaces that characterise the data yielding existence, uniqueness and stability of solutions. This data space is the graph normed domain of an unbounded operator, which represents a new compatibility condition pertinent for final value problems.
Christensen, Ann-Eva, Johnsen, Jon
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In this article, we consider two inverse problems with a generalized fractional derivative. The first problem, IP1, is to reconstruct the function u based on its value and the value of its fractional derivative in the neighborhood of the final time.
Nataliia Kinash, Jaan Janno
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