89 results on '"Simonov, Nikolai A."'
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2. Walk-on-spheres algorithm for solving third boundary value problem
3. Application of the Model of Spots for Inverse Problems
4. Monte Carlo Algorithms for Problems with Partially Reflecting Boundaries
5. Application of the Model of Spots for Inverse Problems
6. Walk-on-Spheres Algorithm for Solving Boundary-Value Problems with Continuity Flux Conditions
7. Random Walks for Solving Boundary-Value Problems with Flux Conditions
8. Quasi-monte Carlo Methods for Investigating Electrostatic Properties of Organic Pollutant Molecules in Solvent
9. An Efficient Monte Carlo Approach for Solving Linear Problems in Biomolecular Electrostatics
10. Solving BVPs Using Quasirandom Walks on the Boundary
11. Evaluating Geant4 platform for nuclear well-logging problems
12. Monte Carlo Method for Calculating the Electrostatic Energy of a Molecule
13. Voenpriemka: prices, costs, and quality assurance in interwar defence industry
14. The structure and development of the defence-industry complex
15. Stochastic Methods for Boundary Value Problems
16. Overcoming Insufficient Microwave Scattering Data in Microwave Tomographic Imaging
17. RF-DC Conversion Efficiency Model for High-Frequency Diodes Using DC-Single Tone Approximation
18. Quasi-monte Carlo Methods for Investigating Electrostatic Properties of Organic Pollutant Molecules in Solvent
19. Solving BVPs Using Quasirandom Walks on the Boundary
20. The random walk on the boundary method for calculating capacitance
21. Experimental study of microwave permeability of thin Fe films
22. Method for Scattering of Electromagnetic Waves From the Human Body Based on Truncated Norton Surface Wave Approximation
23. Analysis of the Super‐Resolution Effect on Microwave Tomography
24. Random walk algorithms for elliptic equations and boundary singularities
25. Microwave Imaging in a Dielectric Half-Space Medium Bounded by a Metal Surface
26. Computational study on focused microwave thermotherapy for knee pathological treatment
27. Monte Carlo algorithm for the Robin boundary conditions in application to solving a model diffusion-recombination problem
28. Advanced Fast 3-D Electromagnetic Solver for Microwave Tomography Imaging
29. Monte Carlo-based linear Poisson-Boltzmann approach makes accurate salt-dependent solvation free energy predictions possible.
30. Computational study on focused microwave thermotherapy for knee pathological treatment.
31. Acceleration of electromagnetic solver for microwave tomography
32. Design and preliminary experiments of a precision microwave tomography system
33. Investigation of Phase Singularity Problem in Microwave Breast Tomography
34. A fast electromagnetic solver for microwave medical imaging
35. Random Walks for Solving Boundary-Value Problems with Flux Conditions
36. Modeling of a probe antenna for 3D microwave tomography
37. Investigation of spatial resolution in a microwave tomography system
38. 3D Microwave Breast Imaging Based on Multistatic Radar Concept System
39. Using Correlated Monte Carlo Sampling for Efficiently Solving the Linearized Poisson−Boltzmann Equation Over a Broad Range of Salt Concentration
40. Parallel Quasirandom Walks on the Boundary
41. Monte Carlo Methods for Calculating Some Physical Properties of Large Molecules
42. Dual layer UWB dielectric probe for bistatic breast cancer detection system.
43. Walk-on-Spheres Algorithm for Solving Boundary-Value Problems with Continuity Flux Conditions.
44. Random Walks for Solving Boundary-Value Problems with Flux Conditions.
45. Quasi-monte Carlo Methods for Investigating Electrostatic Properties of Organic Pollutant Molecules in Solvent.
46. An Efficient Monte Carlo Approach for Solving Linear Problems in Biomolecular Electrostatics.
47. Monte Carlo solution to three-dimensional vorticity equation
48. Trans-1,2-Cyclohexanedicarboxylic acid derivatives as pH-trigger for conformationally controlled crowns
49. Preclinical Prototype Development of a Microwave Tomography System for Breast Cancer Detection.
50. Using Correlated Monte Carlo Sampling for Efficiently Solving the Linearized Poisson−Boltzmann Equation Over a Broad Range of Salt Concentration
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