P I A - définition. Qu'est-ce que P I A
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Qu'est-ce (qui) est P I A - définition

EQUATES HUMAN IMPACT ON THE ENVIRONMENT
I PAT; I=PAT; I = P × A × T; IPAT (formula); IPAT (ecology); IPAT (environment); I=P×A×T; I=P⋅A⋅T; I = P ⋅ A ⋅ T; I=P*A*T; I = P * A * T; I = P x A x T; I=PxAxT; I = P A T; Impact = Population × Affluence × Technology; Impact = Population ⋅ Affluence ⋅ Technology; Impact = Population * Affluence * Technology; Impact = Population x Affluence x Technology; Impact = population × affluence × technology; Impact = population ⋅ affluence ⋅ technology; Impact = population * affluence * technology; Impact = population x affluence x technology
  • World GDP per capita (in 1990 [[Geary-Khamis dollars]])
  • Native American fishing practices (low technology) have a vastly smaller impact than industrialized fishing.
  • Pollution from a factory
  • Population (est.) 10,000 BC – 2000 AD
  • Studying the impact of mining on environment and village community

Ƥ         
  • P with hook in [[Doulos SIL]]
LETTER OF THE LATIN ALPHABET
P with a hook; Hooktop p; P with hook
The letter Ƥ (minuscule: ƥ), called P with hook, is a letter of the Latin alphabet based on the letter p. It is used in some alphabets of African languages such as Serer.
P′′         
PRIMITIVE COMPUTER PROGRAMMING LANGUAGE
Language P"; Language P''; P Prime Prime; P prime prime; P''; P"
P′′ (P double prime) is a primitive computer programming language created by Corrado BöhmBöhm, C.: "On a family of Turing machines and the related programming language", ICC Bull.
P         
SET OF THE COUNTING PROBLEMS ASSOCIATED WITH THE DECISION PROBLEMS IN THE SET NP
Sharp P; Hash-p; Number-P; SharpP; Sharp-P (class); Sharp-P
In computational complexity theory, the complexity class #P (pronounced "sharp P" or, sometimes "number P" or "hash P") is the set of the counting problems associated with the decision problems in the set NP. More formally, #P is the class of function problems of the form "compute f(x)", where f is the number of accepting paths of a nondeterministic Turing machine running in polynomial time.

Wikipédia

I = PAT

I = (PAT) is the mathematical notation of a formula put forward to describe the impact of human activity on the environment.

I = P × A × T

The expression equates human impact on the environment to a function of three factors: population (P), affluence (A) and technology (T). It is similar in form to the Kaya identity which applies specifically to emissions of the greenhouse gas carbon dioxide.

The validity of expressing environmental impact as a simple product of independent factors, and the factors that should be included and their comparative importance, have been the subject of debate among environmentalists. In particular, some have drawn attention to potential inter-relationships among the three factors; and others have wished to stress other factors not included in the formula, such as political and social structures, and the scope for beneficial, as well as harmful, environmental actions.