Secure Software Developing Recommendations

Grechko, Viktoria; Babenko, Tetiana; Myrutenko, Larysa

doi:10.28925/2663-4023.2019.6.8293

Cited by 1 publication

(1 citation statement)

References 8 publications

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“…The need for effective intelligence and combat operations in the East of Ukraine contributes to the active introduction of advanced technologies in the development of aviation [1][2][3]. The level of flight safety and the ability to perform a set task are determined by many characteristics [4][5][6][7]. The wide variety of situations that arise in thecourse of control procedure, and the need for prompt adoption of decisions compliant with various quality requirements, necessitate the comprehensive use of a rich armory of mathematical models and methods [8][9][10][11].…”

Section: Introductionmentioning

confidence: 99%

Optimal forecast algorithm based on compatible linear filtration and extrapolation

Mashkov¹,

Murasov²,

Kravchenko³

et al. 2021

Math. Model. Comput.

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This work considers the methods of optimal linear extrapolation of the flight path of the aircraft, which provide a minimum of the mean square of the forecast error with different amounts of a priori information. The research is based on the canonical decomposition of a vectorial random process. It is determined that the development of modern technologies entails increasing requirements for quality and accuracy of control. However, since the existing methods of linear extrapolation do not provide for the maximum accuracy of the forecast due to the inherent constraints on the random process that describe the motion of aircraft, this necessitates a further development and improvement of methods for extrapolation of aircraft trajectories. The peculiarity of the developed methods for extrapolation of aircraft trajectory is that they allow within the correlation model to fully take into account the properties of a real random process that describes the motion of aircraft at the landing approach stage. This provides for the maximum possible accuracy of linear extrapolation with a variety of information support conditions. These methods allow improving the safety of flights and the efficiency of aviation. Accordingly, new capabilities of aircraft and other sophisticated technical systems can be further considered.

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