# Teoria Humanista

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teoría diseņo circuitos

To remember here one of the laws of Murphy: " If you make something and works, it is that it has omitted something by stopThe calculations have so much the heuristic form (test and error) like algoritmic (equations) and, therefore, they will be only contingent; that is to say, that one must correct them until reaching the finished result. So that a component, signal or another thing is despicable front to another one, to choose among them 10 times often is not sufficient. One advises at least 30 times.teoría y diseño de circuitos

All the designs that become are not for arming them and that works in their beginning, but to only have an approximated idea of the components to use. To remember here one of the laws of Murphy: " If you make something and works, it is that it has omitted something by stopThe calculations have so much the heuristic form (test and error) like algoritmic (equations) and, therefore, they will be only contingent; that is to say, that one must correct them until reaching the finished result. So that a .teoría y diseño de circuitos

All the designs that become are not for arming them and that works in their beginning, but to only have an approximated idea of the components to use. To remember here one of the laws of Murphy: " If you make something and works, it is that it has omitted something by stopThe calculations have so much the heuristic form (test and error) like algoritmic (equations) and, therefore, they will be only contingent; that is to say, that one must correct them until reaching the finished result. So that a .teoria de morse para geodésicas periódicas em variedades de

Equivariant O(2)-action on ΛM: g · γ(θ) = γ(g · θ) g ∈ O(2), γ ∈ ΛM, θ ∈ S1 . ∼ O(2)/Γ, Γ stabilizer of γ Orbit: O(2)γ = Γ ⊂ SO(2) is a ﬁnite cyclic group, and O(2)/Γ ∼ O(2) ∼ S1 S1 = = Def.: γ is prime if Γ = {1}, i.e., if γ is not the iterate of some other σ ∈ ΛM. Theorem. f satisﬁes (PS), hence it has inﬁnitely many critical pts in ΛM with diverging energy (Ljusternik–Schnirelman category). Problem: How does one distinguish between “iterates” of the same closed geodesic? Need distinct prime critical .
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