CHAOS

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cha·os

(kā-os),
1. State of such total disorganization that it has no constructive predicates.
2. A state in which no causal relationships are operating.
[G., primeval formless void]
Farlex Partner Medical Dictionary © Farlex 2012

CHAOS

Abbreviation for:
Cambridge Heart Antioxidant Study
can’t handle another overwhelming situation
chief has arrived on the scene (Medspeak-UK)
common hierarchical access object system
congenital high-airway obstruction syndrome
Segen's Medical Dictionary. © 2012 Farlex, Inc. All rights reserved.

CHAOS

Cambridge Heart Anti-Oxidant Study Cardiology An on-going study that concluded that vitamin E supplements ↓ the risk of acute MI in Pts with known CAD. See Angina, Coronary artery disease, Silent ischemia.
McGraw-Hill Concise Dictionary of Modern Medicine. © 2002 by The McGraw-Hill Companies, Inc.
References in periodicals archive ?
3 Characterizations of neutrosophic chaotic continuous functions
Cllr Jeanette Walker, Labour councillor for Hemlington, said: "People can lead chaotic lives - it's true; I don't see why we can't speak the truth."
Preliminaries on chaotic systems and chaos based image encrytion
'We are not chaotic, we are peace-loving people who do not call for strikes.
It has been shown by some experiments that continuous time chaotic systems give more successful results than chaotic maps.
The report said: "So while a chaotic Brexit remains a possibility, either via a breakdown in the negotiations or the inability of British politicians to provide a majority for any conceivable negotiated outcome, its impacts will be severe and overwhelmingly negative."
In chapter three of "Elegant Chaos: Algebraically Simple flow" book published in 2010, Sprott proposed a list of sixteen autonomous chaotic jerk oscillators with different nonlinearities called memory oscillators [14].
2D-SLMM is derived from two 1D chaotic maps, the Logistic and Sine maps.
Let us consider a class of chaotic systems described by
Chaotic Secure Communication: Principles and Technologies
Unlike pseudo random signals which are limited in number and are periodic, chaotic signals can theoretically produce infinite number of chaotic signals which are nonperiodic.