The vibration frequency, named pitch, is reflected in the quasi-periodicity behavior of the time domain speech waveform.
We hoped, however, that the appropriate quantitative analysis would nevertheless reveal the periodicity in P2 and enable comparison of periodic behavior between P0 and P2.
We performed a periodicity test to determine the TFA profiles that exhibit periodic behavior, and by combining the sets of transcription factors collected by these two methods, we identified 5 putative cell cycle-related regulators: Dal81, Hap2, Hir2, Mss11, and Rlm1.
The aim of our analysis is to ascertain if the data exhibit temporal periodicity, and if so, to determine the characteristics of the periodic behavior.
Due to the 24 hour periodicity of the Earth's rotation, we are biologically bound to show daily periodic behavior both at the individual and at the aggregate level.
The domain of study ranges from the theoretical aspects (like existence, uniqueness, periodicity, asymptotic behavior, etc).
There has been a great surge in developing new theoretical aspects such as periodicity, asymptotic behavior, and numerical methods for fractional equations.
In consequence, there has been a significant progress in the theoretical analysis like periodicity, asymptotic behavior and numerical methods for fractional differential equations.
There has been a great surge in developing the theoretical aspects such as periodicity, asymptotic behavior and numerical methods for fractional equations.
One relevant assumption that we need is the periodicity of behaviors, meaning that it is possible to make predictions on the social conduct of a node based on what has been observed before.
