weak homotopy - significado y definición. Qué es weak homotopy
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Qué (quién) es weak homotopy - definición

CONSTRUCTION IN ALGEBRAIC TOPOLOGY THAT CONSTRUCTS A LONG (CO)EXACT SEQUENCE FROM A (CO)FIBRATION
Homotopy sequence of a weak fibration; Relative homotopy sequence of pairs; Homotopy sequence of a fibration; Fiber sequence; Cofiber sequence

Weak equivalence (homotopy theory)         
MAP THAT INDUCES ISOMORPHISMS IN ALL HOMOTOPY GROUPS
Weak homotopy equivalence; Weak equivalence (mathematics)
In mathematics, a weak equivalence is a notion from homotopy theory that in some sense identifies objects that have the same "shape". This notion is formalized in the axiomatic definition of a model category.
Weak interaction         
  • electron antineutrino]].
  • W boson-}}}}).
  • Pion+}} decay through the weak interaction
  • spin]]. Note the lack of reflective symmetry between the states.
  • A diagram depicting the decay routes due to the charged weak interaction and some indication of their likelihood. The intensity of the lines is given by the [[CKM parameters]].
FUNDAMENTAL INTERACTION RESPONSIBLE FOR BETA DECAY AND NUCLEAR FISSION
Weak force; Weak nuclear interaction; Weak decay; Weak interactions; Weak Interaction; Weak Force; Quantum flavordynamics; Flavordynamics; Weak nuclear force; Weak nuclear interactions; Weak Law of Action and Reaction; Weak-Nuclear Force; Weak Nuclear Force; Nuclear weak force; Flavodynamics; Weak Nuclear Forces; Wesak force; V-A theory; W boson exchange; V–A theory; V−A theory
In nuclear physics and particle physics, the weak interaction, which is also often called the weak force or weak nuclear force, is one of the four known fundamental interactions, with the others being electromagnetism, the strong interaction, and gravitation. It is the mechanism of interaction between subatomic particles that is responsible for the radioactive decay of atoms: The weak interaction participates in nuclear fission and nuclear fusion.
Weak inflection         
INFLECTION SYSTEM
Weak (grammatical term)
In grammar, the term weak (originally coined in German: schwach) is used in opposition to the term strong (stark) to designate a conjugation or declension when a language has two parallel systems. The only constant feature in all the grammatical usages of the word "weak" is that it forms a polarity with "strong"; there is not necessarily any objective "weakness" about the forms so designated.

Wikipedia

Puppe sequence

In mathematics, the Puppe sequence is a construction of homotopy theory, so named after Dieter Puppe. It comes in two forms: a long exact sequence, built from the mapping fibre (a fibration), and a long coexact sequence, built from the mapping cone (which is a cofibration). Intuitively, the Puppe sequence allows us to think of homology theory as a functor that takes spaces to long-exact sequences of groups. It is also useful as a tool to build long exact sequences of relative homotopy groups.