Most of our work has resulted in scholarly publications. On this page you can review our publications to get an idea about our work.
PAPER-Δ : The Structural Architecture of Physical Reality-A Minimal Ontological Constitution for the DCQ–FBT Framework
July, 2026 • Preprint
ZHAI XINGYUN
We present a minimal ontological constitution for the DCQ–FBT programme. Rather than proposing a complete dynamical model, this paper identifies the structural conditions under which a…
We present a minimal ontological constitution for the DCQ–FBT programme. Rather than proposing a complete dynamical model, this paper identifies the structural conditions under which a physical theory may count as admissible within the present framework.
The central claim is that physical reality is not fundamentally object-based or fieldbased, but is instead grounded in invariant geometric and algebraic structure. Within this view, phase space, observables, dynamical histories, and discrete physical sectors arise as constrained readouts of a deeper symplectic and topological substrate.
We formulate four postulates that define this constitutional layer: (i) Structural Realism, specifying the ontological primacy of invariant structure; (ii) Symplectic Admissibility, defining the criterion of physical observability; (iii) Modal Determinism, characterizing the structural selection of realized histories; and (iv) Topological Locking, explaining the stability of discrete, integer-valued, and quantized sectors.
These postulates do not by themselves constitute a finished physical theory. Their role is to delimit the admissible form of any realization in which emergent spacetime, admissible phase space, and topologically protected observables arise from an underlying geometric parent.
The present version updates the established structural results of the FBT programme to reflect the substantial progress made through 2026, including the organisational cluster (FBT13A/B), the dimensional bridge (FBT15A), the central-output variational layer (FBT14A), the unified master equation and its gauge-side reduction (FBT12A/B), and the gravitational and scalar response frameworks (FBT10A/B).
George Moroz, forlinguistics, Kirill Koncha, ustera, sasha shakhnovaet al.
fix the name of Hedvig Skirgård in the grambank.feature() function #92
add versioning for the folowing functions thanks to Hedvig Skirgård @HedvigS
grambank.feature()
autotyp.feature()
uralex.feature(…
fix the name of Hedvig Skirgård in the grambank.feature() function #92
add versioning for the folowing functions thanks to Hedvig Skirgård @HedvigS
grambank.feature()
autotyp.feature()
uralex.feature()
Added comprehensive automated test suite (testthat)
Refined numerical consistency and documentation for GEV and 4-parameter Kappa distributions
Updated metadata and user manual guidelines
Customer Satisfaction Across Professional and Educational Segments in Cooperative Banks
January, 2026 • Journal article • Indian Journal of Modern Research and Reviews
Anurag Pare, Dr. Pooja Yadav
This study profiles customer satisfaction across Professional and educational segments in cooperative banks. Cooperative banks serve customers with different income patterns, financial knowledge, and …
This study profiles customer satisfaction across Professional and educational segments in cooperative banks. Cooperative banks serve customers with different income patterns, financial knowledge, and service needs. These differences can shape how customers judge service encounters and overall satisfaction (Oliver, 1980). Guided by the service quality and satisfaction literature, the study examines whether satisfaction varies significantly by profession and educational qualification (Parasuraman et al., 1985). Two hypotheses are tested for differences in customer satisfaction across professions and educational levels.
A cross-sectional survey design is used. Primary data are collected from cooperative bank customers using a structured questionnaire. Overall satisfaction is operationalized as a multi-item construct capturing perceptions of service performance, process clarity, staff behavior, and convenience. Scale development and refinement follow established measurement guidance, including item reliability (Churchill, 1979). Data screening is conducted to check missing values, outliers, and internal consistency.
To test the hypothesis, one-way analysis of variance (ANOVA) is used to compare mean satisfaction scores across professional categories and educational groups. The study also positions satisfaction as a managerial outcome that can influence retention and repeat usage, making segment-level diagnostics valuable for cooperative banks (Mittal & Kamakura, 2001).
The expected contribution is a clear, segment-wise picture of satisfaction in cooperative banks. Findings can help banks prioritize targeted service improvements, such as clearer communication and assisted service for customers with lower formal education, and faster issue resolution for customers whose Professions require time-sensitive banking. The study supports evidence-based customer segmentation and more inclusive service design in cooperative banking.
Customer Satisfaction, Banking, Cooperative Banks, Profession and Satisfaction.
PHRASEOLOGICAL UNITS AS A MEANS OF ACTIVATING SPEECH ACTIVITY
July, 2026 • Dataset • International journal of technology and academic research
Worldly Knowledge Publishing Centre, Khikmatova Mokhinur Aslonovna, Worldly Knowledge Publishing Centre
This article is devoted to the use of phraseological units in speech communication. It examines the main characteristics and meanings of phraseological units, with particular attention given to their …
This article is devoted to the use of phraseological units in speech communication. It examines the main characteristics and meanings of phraseological units, with particular attention given to their expressive and emotional connotations, as well as their role in enriching speech and enhancing communicative effectiveness.
PAPER-FBT10C: The Traceless Response Mode as the Spin-2 Gravitational Wave Sector in the FBT Framework
July, 2026 • Preprint
ZHAI XINGYUN
The Fracture–Berry–Tension (FBT) framework interprets the effective four-dimensional spacetime metric as a macroscopic response geometry built from coarse-grained quantised dual-…
The Fracture–Berry–Tension (FBT) framework interprets the effective four-dimensional spacetime metric as a macroscopic response geometry built from coarse-grained quantised dual-phase curvature. In FBT10A, the metric was written schematically as
gμν = g(0)μν + Ngrav 〈Sμν〉,
where 〈Sμν〉is a symmetric response tensor formed from unresolved dual-phase curvature and horizontal–vertical mixed density. In FBT10B, this response tensor was decomposed into a scalar trace mode and a traceless tensor mode. The scalar trace branch was interpreted as an emergent Higgs-like order parameter. The present paper studies the complementary traceless branch and identifies it as the natural spin-2 gravitational-wave sector of the FBT response geometry.
The central decomposition is
〈Sμν〉=1/4σ gμν + Σμν, gμνΣμν = 0.
The traceless response mode Σμν contributes to the effective metric perturbation through
hμν = Ngrav Σμν.
After imposing the transverse-traceless reduction in the low-energy radiative regime, the physical tensor branch is
hTTμν = Ngrav ΣTTμν .
Thus gravitational waves remain metric perturbations at the effective Lorentzian level, but their underlying FBT origin is not a primitive metric field. They are transverse-traceless excitations of the traceless curvature-response mode.
The paper assumes the Lorentzian arena and finite vacuum propagation bound c∗ established in FBT08A/B/C. It also assumes the gravitational projection interface of the unified curvature–tension equation of FBT12A. After coarse-graining this interface and restricting to the traceless branch, the leading local generally covariant second-order closure is a Lichnerowicz-type wave equation. On a flat vacuum background this reduces to
□hTTμν = 0, equivalently □ΣTTμν = 0,
with characteristic speed
cGW = c∗.
The plane-wave polarisation analysis then shows that the propagating sector carries precisely the two helicity states ±2.
A source term is obtained from the transverse-traceless projection of the anisotropic part of the coarse-grained curvature-response stress tensor. The paper also records the coupling between the traceless tensor mode and the scalar trace mode, and discusses possible observational consequences such as luminal propagation, high-frequency dispersion corrections, and primordial stochastic backgrounds.
The main message is that the FBT traceless response mode provides a geometric origin for the spin-2 gravitational-wave sector: at low energies it is indistinguishable from the usual transverse-traceless metric perturbation, while at the underlying response level it is a propagating excitation of coarse-grained dual-phase curvature.
Claudenir Fonseca, Tiago Prince Sales, Matheus Lenke Coutinho, Lucas Bassetti
What's Changed
Ship TypeScript type declarations by @tgoprince in https://github.com/OntoUML/ontouml-schema/pull/33
ci: release automatically on PR merge by @tgoprince in https://github.com/OntoUML/o…
What's Changed
Ship TypeScript type declarations by @tgoprince in https://github.com/OntoUML/ontouml-schema/pull/33
ci: release automatically on PR merge by @tgoprince in https://github.com/OntoUML/ontouml-schema/pull/34
ci: push the release tag explicitly and revert the 1.1.0 bump by @tgoprince in https://github.com/OntoUML/ontouml-schema/pull/35
Full Changelog: https://github.com/OntoUML/ontouml-schema/compare/v1.0.1...v1.0.2
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