The coyote also competes with the red fox, which it will kill upon encountering.
Many anaerobes are hypersensitive to oxygen, being killed upon short exposure, whereas other anaerobes, including most Clostridium species, are more tolerant to the presence of oxygen.
In 1877 German botanist Ferdinand Cohn provided an authoritative description of two different forms of hay bacillus (now known as Bacillus subtilis): one that could be killed upon exposure to heat and one that was resistant to heat.
The day after her victory, a man with an Irish accent contacted the BBC offices in Munich, where the Summer Games were taking place, and warned that she would be killed upon her return.
Pavitt credits the near-tragic malfunction of Apollo 13 and the Soviet Soyuz 11 mission, in which three returning crew members were killed upon re-entry, with putting space-age fantasies to rest.
There is an absolute certainty that these people will be harmed or killed upon their return, and the government's reaction is to push them to go home without even listening to their claims for asylum," Pynt said.
We study the rate of decay in time of the heat kernel p t,x,y) of a Brownian motion killed upon exiting Ω, using both probabilistic and analytical techniques.
A connection between the semigroup of the Cauchy process killed upon exiting a domain D and a mixed boundary value problem for the Laplacian in one dimension higher known as the mixed Steklov problem, was established in [R. Bañuelos, T. Kulczycki, The Cauchy process and the Steklov problem, J. Funct. Anal. 211 (2004) 355 423].
Let X="{Xt,t⩾0} be a symmetric Markov process in a state space E and D an open set of E. Denote by XD the subprocess of X killed upon leaving D. Let S= {St,t⩾0} be a subordinator with Laplace exponent φ that is independent of X.
We investigate some of the fine spectral theoretic properties of the semigroup of this process killed upon leaving a domain D. We establish a connection between the semigroup of this process and a mixed boundary value problem for the Laplacian in one dimension higher, known as the "Mixed Steklov Problem".
