Kobus

Definitions

  • WordNet 3.6
    • n Kobus African antelopes: waterbucks
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Century Dictionary and Cyclopedia
    • n kobus A genus of African antelopes of the family Bovidæ, subfamily Antilopinæ, forming part of a small group sometimes named Cervicaprinæ; the water-bucks. It includes a number of water-antelopes called kobs. Cervicapra is a synonym.
    • n kobus [lowercase] An antelope of the genus Kobus; a kob.
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Usage

In literature:

Yes, my beloved friend, now my wife goes to see the children, and Kobus Hae will convey her to you.
"Missionary Travels and Researches in South Africa" by David Livingstone
Kobus was not very lucid in his statements, and he was a little apt to be careless of ink.
"The Water-Witch or, The Skimmer of the Seas" by James Fenimore Cooper
Fritz Kobus, a well to do landowner receives the felicitations of his friends on his fortieth birthday.
"The Standard Operaglass" by Charles Annesley
Kobus, Fritz, 619 ff.
"The Complete Opera Book" by Gustav Kobbé
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In news:

Carice van Houten, Sebastian Koch, Thom Hoffman, Halina Reijn, Waldemar Kobus.
Tsoi/ Kobus and Centerbrook to design Jackson Laboratory facility in Farmington, Conn. Building will house research into personalized, gene-based cancer screening and treatment.
Nicholas O Kobus , son of Connie and Edmund B Kobus of Dalton, is currently deployed with fellow Marines and sailors of the 3rd Battalion, 8th Marine Regiment, in Camp Lejeune, N.C.
Getting downsized is no fun at all, unless you have the Deborah Kobus perspective on things.
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In science:

Kobus, Generalized Poisson distributions as limits of sums for arrays of dependent random vectors, J.
Limit theorems for one-dimensional transient random walks in Markov environments
Kobus, Generalized Poisson Distributions as Limits of Sums for Arrays of Dependent Random Vectors, J.
Quenched Limits for Transient, Ballistic, Sub-Gaussian One-Dimensional Random Walk in Random Environment
Kobus, Generalized Poisson distributions as limits for sums of arrays of dependent random vectors, J.
On random coefficient INAR(1) processes
Keiji Yanai, Kobus Barnard (2006), “Finding Visual Concepts by Web Image Mining”, in proc. Of WWW 2006, Edinburgh, Scotland.
Content based video retrieval systems
Jakubowski, A. and Kobus, M. (1989). α-Stable limit theorems for sums of dependent random vectors. J.
Functional Convergence of Linear Sequences in a non-Skorokhod Topology
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