Last time: Ergodic processes An ergodic process is necessarily stationary. Example: Binary process

Prof vander Velde Use error between early and late indicator to lock onto signal. Error is a linear function of shift, within the range (-T,T) Return to the 1 st example process and take the case where the change points are Poisson distributed

where is the linearized system matrix. But this requires the full(same number of equations as finite differencing). In =time when the nominal trajectory

Non-zero power at non-zero frequency If R(r) includes a sinusoidal component corresponding to the component x()=Asin(o41+6) where 0 is uniformly distributed over 2t, A is random independent of 0, that component will be

If a set of random variables X, having the multidimensional normal distribution is uncorrelated(the covariance matrix is diagonal, they are independent. The argument of the exponential becomes the sum over i of Thus, the distribution becomes a product of exponential

Summary of the subject (topics) 1. Brief review of probability a. Example applications 2. Brief review of random variables a. Example applications 3. Brief review of random processes a. Classical description b. State space description

5.1侦察系统的灵敏度 5.2侦察作用距离 5.3侦察截获概率与截获时间

Physiological System Neurovestibular System Fluids and Electrolytes Cardiovascular System Clinical

Thematic Analysis: Outside Communications Receive Replacement Personnel or Visitors Receive Information F rom Outside Receive Mail or Fax From Friends or Family I Write, Fax, or Telephone t o Friends or Family

Research on the International Space Station Prof Dava Newman for Dr. Arnauld E. Nicogossian, MD Associate Administra NASA Office of Life Microgravity Sciences& Applications eptember 2000 Why Space Station? EmErse Station is an international cooperative research platform To Provide