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Our method uses mathematical morphology for removing excess cavities.
The double side approach method uses mathematical programming and method of weighted residual to solve differential equations.
The double side approximate method uses mathematical programming and the Method of Weighted Residual to solve differential equations.
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The reusability of water and its techno-economic impacts are examined with both a graphic-based manual technique and an automated design method using mathematical optimization, with which conceptual insights are sought in a systematic manner to evaluate different integrated options including water reuse, regeneration and recycling.
Additionally, we have formulated novel quantitative molecular similarity analysis (QMSA) methods using mathematical invariants.
These methods use mathematical process models to relate data of several measurable variables.
These methods use mathematical models to realize artifacts due to acoustic reverberations [18]-[22] [18]-[22]rtions due to microphone nonlineandties [23].
Quantitative methods use mathematical and statistical tools to represent risk, e.g. by including a calculation of the expected loss of value to an asset.
This novel control method uses different mathematical models and measures the error between the steady-state-sensed value and the desired value.
The method uses discrete mathematical techniques and identifies specified base pairs as parameters.
This method uses conventional mathematical models to obtain dose response curves; that is, it does not assume linearity in the low-dose region.
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CEO of Professional Science Editing for Scientists @ prosciediting.com