Our Work

Mazkur maqolada o‘zbek va xitoy bolalar prozasida milliy tarbiya va an’analar konsepsiyasining badiiy ifodasi qiyosiy-tipologik hamda lingvomadaniy nuqtayi nazardan tadqiq etiladi. Tadqiqo…

Mazkur maqolada o‘zbek va xitoy bolalar prozasida milliy tarbiya va an’analar konsepsiyasining badiiy ifodasi qiyosiy-tipologik hamda lingvomadaniy nuqtayi nazardan tadqiq etiladi. Tadqiqot uchun o‘zbek bolalar adabiyotidan Xudoyberdi To‘xtaboyevning «Sariq devni minib» romani va G‘afur G‘ulomning «Shum bola» qissasi, xitoy bolalar adabiyotidan esa Ye Shengtaoning (叶圣陶) «稻草人» (Dàocǎorén), Bing Sinning (冰心) «小桔灯» (Xiǎo jú dēng) hamda Zhang Tianyining (张天翼) «大林和小林» (Dàlín hé Xiǎolín) asarlari tanlab olindi. Asarlardagi oila, ota-ona va farzand munosabatlari, mehnatsevarlik, bilim, halollik, insonparvarlik, umid, ijtimoiy mas’uliyat va milliy o‘zlik kabi tarbiyaviy konseptlar qiyoslanadi. Tahlil davomida bir xil umuminsoniy qadriyatlarning turli tarixiy-madaniy muhitlarda turlicha badiiy modellashtirilishi aniqlanadi. Xitoy tilidagi 孝 (xiào), 家庭 (jiātíng), 勤劳 (qínláo), 祖国 (zǔguó) kabi konseptlar o‘zbek tilidagi ota-onaga hurmat, oila, mehnatsevarlik va Vatan tushunchalari bilan qiyoslanadi. Maqolada asarlardagi konkret syujet epizodlari asosida tarbiyaviy g‘oyaning obraz, predmet, harakat va badiiy detal orqali berilishi ko‘rsatiladi.

Artificial masking is widely used to evaluate methods for missing records, but masked observations may not resemble records that are naturally absent. This study examines county-level EAGLE-I power-ou…

Artificial masking is widely used to evaluate methods for missing records, but masked observations may not resemble records that are naturally absent. This study examines county-level EAGLE-I power-outage data for nine Florida events (2018-2025), using Florida Public Service Commission reports as a separately compiled external reference measurement rather than ground truth. It preserves four record states, compares artificial masks and natural absences against the same reference, and reports coverage and common-support diagnostics. Natural absences had higher zero shares and lower upper-tail reference outages than positive records. Full-coverage zero-fill contrasts were negative in all nine events, meaning larger reference error on the artificial masks. Selective comparisons were constrained by unequal issuance, weak overlap, and limited common support. No learned estimator was justified or reported. The evidence is Florida-only, event-specific, and descriptive.

The FAIR data registry is a Django website and REST API which is used by the data-pipeline to store metadata about code runs and their inputs and outputs.

Corpus, human audit annotations and replication code for analysing the gap between Google Play Data Safety declarations and the privacy policies of the same Android applications. Includes the benchmar…

Corpus, human audit annotations and replication code for analysing the gap between Google Play Data Safety declarations and the privacy policies of the same Android applications. Includes the benchmark harness, probe sets and the analysis scripts that regenerate the published tables.

On the Hodge Conjecture for Complex Abelian Varieties of Dimension : A Structural Framework and Explicit Cycle Constructions Michael Allan A. Bahtaji, Ph.D. Department of Physics, College of Science T…

On the Hodge Conjecture for Complex Abelian Varieties of Dimension : A Structural Framework and Explicit Cycle Constructions Michael Allan A. Bahtaji, Ph.D. Department of Physics, College of Science Technological University of the Philippines Ayala Boulevard, Ermita, Manila, Philippines, 1000 Email: michaelallan_bahtaji@tup.edu.ph | michaelallanbahtaji336@gmail.com Abstract We present a complete structural framework for the Hodge Conjecture on smooth complex projective varieties, focusing on complex abelian varieties of dimension . We analyze the 4-pillar foundation of the conjecture: (1) higher-codimension cycle construction via Bloch's formula and Milnor -theory, (2) Grothendieck's Standard Conjectures  and , (3) Variation of Hodge Structures (VHS) and locus algebraicity via the Cattani–Deligne–Kaplan Theorem, and (4) Betti realization surjectivity in Voevodsky's category of motives. For abelian varieties  of dimension , we prove that the Hodge Conjecture reduces to codimension . Using the Lieberman–Kleiman Theorem via Fourier–Mukai transforms, we establish Grothendieck's Standard Conjectures unconditionally. For abelian fourfolds of Weil type with  action, we construct explicit algebraic cycle classes via van Geemen–Schoen graph cycles on isogenous products , proving that the rational cycle class map  is surjective onto . Finally, we isolate the fundamental structural barriers that prevent the naive generalization of this mechanism to dimensions .

This deliverable, D5.1 – Website, project logo and social media, forms a core component of Work Package 5 (Dissemination, Exploitation and Communication) of the TorPropel project. Its main objec…

This deliverable, D5.1 – Website, project logo and social media, forms a core component of Work Package 5 (Dissemination, Exploitation and Communication) of the TorPropel project. Its main objective is to establish a unified and recognizable identity for the project, both visually and digitally, in alignment with the Horizon Europe programme’s requirements for communication and public engagement.

Dataset of Intraperiostracal Honeycomb Unit Diameters across Palaeoheterodont Bivalves (Unionida, †Trigonioidoidea, and Trigoniida) General InformationAssociated Publication: Novel microscopic …

Dataset of Intraperiostracal Honeycomb Unit Diameters across Palaeoheterodont Bivalves (Unionida, †Trigonioidoidea, and Trigoniida) General InformationAssociated Publication: Novel microscopic taxonomic traits provided by fossils with preserved organic material: reclassification in the Cretaceous bivalve Trigonioidoidea (Palaeoheterodonta)   Target Figure: Figure 5 (Comparison of honeycomb unit internal diameters in the periostracal microstructure across palaeoheterodont taxa)    Data Format: Microsoft Excel Spreadsheet (.xlsx) / Comma-Separated Values (.csv)Total Observations: 23,200 points (29 species × 800 data points per species)Measurement Unit: Micrometres (μm) Overview & ContextThis dataset contains numerical distributions representing the internal diameters of intraperiostracal honeycomb units across 29 species of the bivalve subclass Palaeoheterodonta. The taxa comprise 18 extant freshwater species (Order Unionida), six extinct Cretaceous freshwater species (Superfamily †Trigonioidoidea), and five marine species (Order Trigoniida: one extant and four Cretaceous fossils). In the original study, quantitative morphometrics of the organic honeycomb framework were acquired using confocal laser scanning microscopy (CLSM) on polished, Mutvei-etched shell cross-sections. Measurements were standardized from the mature ventral region (>20 mm from the umbo) to avoid ontogenetic variability.