The Life Mission Theory III. Theory of Talent by Soren Ventegodt, Niels Jorgen Andersen, Joav Merrick

“…Thus, self-actualisation is a result of a person fully expressing and realizing his core talent.The theory of talent states that a core talent can be expressed optimally when a human being takes possession of a three-dimensional space with the axis of purpose, power and gender, as we have a threefold need: 1-Acknowledging our core talent (our purpose of life) and intending it 2-Understanding our potential powers and manifesting them 3-Accepting our human form including our sex and expressing itThe first dimension is spiritual, the next dimension is mental, emotional and physical, and the third dimension is bodily and sexual. …”
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Relationship of Algebraic Theories to Powerset Theories and Fuzzy Topological Theories for Lattice-Valued Mathematics by S. E. Rodabaugh

“…This paper deals with a broad question—to what extent is topology algebraic—using two specific questions: (1) what are the algebraic conditions on the underlying membership lattices which insure that categories for topology and fuzzy topology are indeed topological categories; and (2) what are the algebraic conditions which insure that algebraic theories in the sense of Manes are a foundation for the powerset theories generating topological categories for topology and fuzzy topology? …”
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The Life Mission Theory IV. Theory on Child Development by Soren Ventegodt, Joav Merrick

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Minimal operational theories: classical theories with quantum features by Davide Rolino, Marco Erba, Alessandro Tosini, Paolo Perinotti

Subjects: “…operational probabilistic theories…”
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On the Putnam-Fuglede theorem by Yin Chen

“…We extend the Putnam-Fuglede theorem and the second-degree Putnam-Fuglede theorem to the nonnormal operators and to an elementary operator under perturbation by quasinilpotents. …”
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Measurable Vizing’s theorem by Jan Grebík

“…We prove a full measurable version of Vizing’s theorem for bounded degree Borel graphs, that is, we show that every Borel graph $\mathcal {G}$ of degree uniformly bounded by $\Delta \in \mathbb {N}$ defined on a standard probability space $(X,\mu )$ admits a $\mu $ -measurable proper edge coloring with $(\Delta +1)$ -many colors. …”
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On the Birman–Krein Theorem by Bazao, Vanderléa R., de Oliveira, César R., Diaz, Pablo A.

“…In other words, there is no nontrivial generalization of Birman–Krein Theorem that includes the preservation of a singular spectral subspace in this context.…”
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Choix, valeurs, théorisation by George Brunel

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Theoretical aspects of heterosis by L. V. Khotyleva, A. V. Kilchevsky, M. N. Shapturenko

“…In this review we gather a brief account of findings from various studies for critical evaluation of the main theoretical concepts based on the information accumulated to date by genetics and molecular biology and focused on particular mechanisms acting for specific traits. …”
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Weak Grothendieck's theorem by Lahcène Mezrag

“…In this paper, we introduce and study some properties concerning extension and weak Grothendieck's theorem (WGT). We show that the Schatten space Sp for all 0<p≤∞ does not verify the theorem of extension. …”
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Order-theoretical connectivity by T. A. Richmond, R. Vainio

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The process and logical mechanism of agricultural production space contraction in mountainous areas based on actor-network theory：A case study of Lishi Village in Longde County, Ningxia by CHEN Kunqiu, CHEN Yunya, LIANG Yajia, ZHENG Yuhan

“…[Methods] Based on the actor-network theory, this paper constructed a theoretical analysis framework for the agricultural production space contraction in mountainous areas. …”
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