Sekitar Penyanderaan Dalam Hukum Pajak, Muchtar Rosyidi, S.H.

Jurnal Hukum & Pembangunan

Abstract

Hukum Laut Dan Undang-Undang Perikanan, Prof. Frans E. Likadja, S.H.

Jurnal Hukum & Pembangunan

Abstract

Beberapa Aspek Hukum Perdata Internasional Dalam Perjanjian Lisensi Pesawat, Hendarmin, S.H.

Jurnal Hukum & Pembangunan

Abstract

Penerbangan Dan Angkutan Udara Di Indonesia Dan Pengaturannya, E. Suherman S.H.

Jurnal Hukum & Pembangunan

Abstract

Industrial-Grade Hardening Of J-Groove Plasma Systems: Enhancing Durability And Environmental Resilience For V8.5 Commercial Deployment, Michael Victor Caldwell Mr.

Defensive Publications Series

This disclosure describes GCI Invention #18 v8.4, an adaptive helical groove geometry (“J‑Groove Forced Shedding”) designed to significantly increase the aerodynamic lift coefficient and broadband lock‑in range of vortex‑induced vibration (VIV) energy harvesters. The invention introduces a variable‑pitch J‑profile, plasma‑infused groove walls, and embedded fiber‑optic strain gauges to enable real‑time resonance tuning. The system increases vortex energy extraction by up to 40%, expands lock‑in from 3–25 mph, and provides a durable, manufacturable solution using PCB‑etched electrodes and fractal‑morphology triboelectric surfaces. This disclosure establishes prior art for adaptive forced‑shedding geometries used in bladeless wind harvesters, structural …

Premature Narrative Closure And Drift In Recursive Multi-Agent Reasoning Systems, Thom Pham

Defensive Publications Series

While experimenting with recursive reasoning systems composed of multiple agents exchanging intermediate beliefs, a recurring structural behavior was observed. Even when outputs remained syntactically valid and deterministic decoding was used, belief reinforcement cycles sometimes produced premature narrative closure before any explicit error appeared. Once such closure occurred, later perturbations could propagate and amplify through the recursive interaction loop. This note describes the phenomenon and proposes a simple stability principle governing epistemic authority in recursive reasoning systems.

Addendum No. 5: Fog Integration, Vesa Olavi Lius

Defensive Publications Series

Abstract

Addendum 4 analysed ALLFROMAIR® system performance under clear-sky conditions using passive radiative cooling. A critical operational extension is fog — a phenomenon occurring several hours per day across a wide range of climates, including coastal deserts. During fog periods, the wire-forest electrode structure already present in the system functions directly as a high-efficiency fog collector, while the DEP field actively directs droplets toward the electrode surface and vibration-desorption ensures continuous drainage.

Calculations show that ALLFROMAIR® v2 achieves 0.26–0.97 L/m²/h during fog periods (Q = η × LWC_median × v × 3.6, η = 0.72), compared with 0.07–0.35 L/m²/h for …

Addendum No. 4: Radiative Hybrid Cooling, Vesa Olavi Lius

Defensive Publications Series

Abstract

This addendum introduces a critical architectural extension of the ALLFROMAIR® system: the integration of passive radiative cooling directly into the electrode structure. Analysis of the original wire-forest configuration demonstrated that the Modified Kelvin-Thomson (MKT) effect at operational field strengths (E ≈ 1.67 MV/m) produces a vapour-pressure reduction of approximately 0.0007% — insufficient as the sole condensation driving force in sub-saturated air. The solution presented here is to supply a temperature gradient through passive infrared radiative cooling of the electrode surface, requiring no moving parts and consuming no electrical energy.

Calculations demonstrate that a SiO₂/HfO₂ selective radiative coating on an …

The Sanitized Block: Recycled‑Polymer Gyroid‑Lattice Composite For Modular Structural And Energy‑Integrated Infrastructure, Michael Victor Caldwell Mr.

Defensive Publications Series

This disclosure describes GCI #12, the Sanitized Block (v2.1), a high‑density recycled‑polymer composite engineered for modular construction and integrated energy systems. The block is produced from a blend of recycled HDPE, PP, and PET fibers, stabilized with titanium dioxide and bonded with a bio‑based resin. A gyroid‑lattice internal structure provides high strength‑to‑weight performance, passive airflow channels, and internal routing for wiring or fluid systems. External J‑Groove interlocks allow mortar‑less assembly of load‑bearing structures. The Sanitized Block serves as the structural foundation for the GCI Omni‑Vortex Kinetic Stack (Invention #11), integrates with Arachne v8.7 Smart‑Skin, and is monitored by APR AI …

Omni‑Vortex Kinetic Stack: Non‑Rotational Atmospheric Energy Harvester Using Gyroid‑Lattice Core And Helical Vortex‑Induction Geometry, Michael Victor Caldwell Mr.

Defensive Publications Series

This disclosure describes GCI #11, the Omni‑Vortex Kinetic Stack, a non‑rotational atmospheric energy harvester designed for long‑duration operation in remote or resource‑limited environments. The system replaces traditional turbine blades with a resonant vertical mast that uses controlled vortex shedding to induce mechanical oscillation. A gyroid‑lattice structural core provides high strength‑to‑weight performance and passive thermal airflow. Electrical energy is produced through linear electromagnetic generators positioned at structural anti‑nodes. Aerodynamic stabilization is achieved through adaptive boundary‑control tabs. The system integrates with Arachne v8.7 Smart‑Skin for multi‑modal harvesting and with APR AI (Invention #44) for resonance control and structural protection. This disclosure defines …

Apr Ai: Adaptive Power Resonance Logic Engine For Hybrid Energy Systems Using Vortex‑Induced Oscillation And Multi‑Modal Smart‑Skin Telemetry, Michael Victor Caldwell Mr.

Defensive Publications Series

This disclosure describes Invention #44, the APR AI (Adaptive Power Resonance) logic engine. APR AI is a low‑latency control system designed to coordinate hybrid energy harvesting across mechanical, triboelectric, thermoelectric, and kinetic subsystems. It operates as the central intelligence for the GCI Vortex Spine architecture, integrating data from Arachne v8.7 Smart‑Skin and the GCI Kinetic Stack (Invention #11). APR AI uses a Resonance‑Lock Algorithm to maintain optimal phase alignment between mechanical oscillation and electromagnetic generation, enabling efficient power capture at low wind speeds while protecting structural integrity during high‑stress events. This disclosure defines the control logic, safety states, electrical architecture, …

Who Owns The Story ? Rights, Adaptations, And Creative Control In Theatre, Cardozo Fame Center, Cardozo Entertainment Law Society, Benjamin C. Feldman, Brandon Rutter

2025–2026 Flyers

No abstract provided.

Walking The Ancient Path: Theology Course Prepares Students For Camino De Santiago, Elisabeth Watson

College of Arts and Sciences Newsroom

UD's annual Camino de Santiago program includes a spring course to prepare students for the physical and spiritual trek across Spain.

Polypeptide Sequence Effects On Virus Thermostability In Complex Coacervate Formulations, Pratik U. Joshi, Claire Decker, Arvind Sathyavageeswaran, Xianci Zeng, Hong Liu, Milad Kheirvari, Ebenezer Tumban, Lynn M. Manchester, Idris Tohidian, Eduardo Barbieri, Sarah L. Perry, Caryn Heldt

Michigan Tech Research Data

Current vaccine formulations heavily rely on cold chains to avoid
degradation during transportation and storage. Vaccines typically degrade
when exposure to temperature outside of 2 – 8°C range, leading to waste and
logistical challenges, particularly in rural areas. This study investigates
the ability of poly(lysine)- and poly(glutamate)-based peptide coacervates
to improve the thermal stability of porcine parvovirus (PPV), a model
non-enveloped viral vaccine. We hypothesized that both the length and
specific amino acid sequence of the peptides forming the coacervates would
influence the stability of PPV. Long polypeptides (400–800 mers) provided
significant protection, slowing PPV inactivation at 60°C for up …

Professor Gary Galperin, Criminal Law Society, Gary J. Galperin

2025–2026 Flyers

Come hear Professor Gary Galperin discuss his work as a New York County Assistant District Attorney, including prosecuting landmark terrorism cases under New York's post 9/11 anti-terror laws.

Breakfast With Douglas Letter, Cardozo Public Service Scholars Program, Jacob Burns Center For Ethics In The Practice Of Law

2025–2026 Flyers

A conversation on constitutional litigation and public service in and outside of the federal government.

Sports Law And Gambling Unit, Cardozo Sports Law Society (Csls), Cardozo Fame Center, Behnam Dayanim

2025–2026 Flyers

• Legal and regulatory frameworks
• Integrity and Compliance concerns 
• High-profile disputes involving leagues, athletes and betting platforms 

The Degree Of Nondensifiability In Hausdorff Locally Convex Topological Vector Spaces And Applications, Gonzalo Garcia

Turkish Journal of Mathematics

The so called degree of nondensifiability, DND, has been studied in Banach spaces through several studies, and some fixed point results using the DND have been proved. In the present paper, we extend the concept of DND to a Hausdorff locally convex topological vector space (LCTVS). Its main properties, as well as the differences between the DND in Banach spaces and the DND in a LCTVS, are analyzed. Furthermore, under suitable conditions, we provide some fixed point results in a LCTVS by using the DND, and as an application, we prove the existence of solutions of certain Volterra integral equations.

Existence Of Positive Periodic Solutions For A First-Order Semilinear Functional Differential Equation With An Iterative Source Term, Ahlème Bouakkaz, Rabah Khemis

Turkish Journal of Mathematics

In this paper, we will establish the existence of positive periodic solutions for a class of first order iterative functional differential equations by using a powerful and effective technique based on the Krasnoselskii fixed point theorem together with some useful properties of a Green's function. The obtained results that complement some previous works, are illustrated with an example.

Simplicity In Le-Semigroups Via Partitions Of Full Words, And Its Applications To Regularity Conditions Induced By Linear Inequalities, Nareupanat Lekkoksung

Turkish Journal of Mathematics

The concept of simplicity in le-semigroups has been used to characterize the coincidence of ideal elements and to study Khayopulu–Green’s relations. Several types of simplicities are known, including two-sided simplicity, left simplicity, right simplicity, bisimplicity, quasisimplicity, and biinterior simplicity. A natural question arises: are there further notions of simplicity for le-semigroups? If so, how are they related? By employing the notion of partition ideal elements, we observe that several potential simplicities have not yet been explored. In this paper, we introduce new forms of simplicity in le-semigroups defined via partitions of full words, and we investigate the …

On The Semigroups Of Order-Preserving And Orientation-Preserving Full Contraction Mappings On A Finite Chain, Gonca Ayik, Hayrullah Ayik

Turkish Journal of Mathematics

Let OPCT_n (OCT_n) denote the semigroup consisting of all orientation-preserving (order-preserving) full contraction mappings on the finite chain X_n = {1 < ··· < n}, and let OPDCT_n (ODCT_n) denote the subsemigroup of OPCT_n (OCT_n) consisting of all order-decreasing transformations. The purpose of this paper is to determine the cardinalities of OPCT_n, OPDCT_n, N(ODCT_n), and N(OPDCT_n), and to identify generating sets of minimal size, thereby determining their ranks. Moreover, the number of idempotents of OPDCT_n is determined.

A Geometric Property Characterizing The 3d-Generalized Clothoids, Pascual Lucas, José-Antonio Ortega-Yagües

Turkish Journal of Mathematics

In this paper, we study 3D-generalized clothoids, defined as curves for which there exists another distinct curve, with proportional arclength parameter, such that the Darboux lines of both curves at corresponding points are the same. We prove that these curves are those for which the ratio of torsion and curvature τ/κ is a linear rational function of the arclength. We also show that any 3D-generalized clothoid can be constructed from a rectifying curve, which is of constant curvature in the case of a 3D-clothoid.

Multiplicative Lorentz Matrix Multiplication And The Motion On Multiplicative Lorentz Plane, Osman Keçi̇li̇oğlu, İlayda Durmaz, Hali̇t Gündoğan

Turkish Journal of Mathematics

In this paper, we define the multiplicative determinant for general n×n matrices, extending previous studies that were limited to lower-dimensional cases. Additionally, we introduce a novel matrix multiplication operation based on the multiplicative Lorentz inner product and conduct a thorough investigation of its algebraic properties. Furthermore, we explore rotational and reflectional transformations in the two-dimensional multiplicative Lorentz space L^*₂, supported by illustrative examples of these geometric motions.

Investigation Of The Behavior Of Biparametric Potentials Associated With The Laplace-Bessel Differential Operator In Weighted Lebesgue Spaces, Çağla Seki̇n

Turkish Journal of Mathematics

In this article, we investigate the mapping properties of potential-type operators of the form J^α_β = (E + (−Δ_ν)^β/2)^−α/β, (β, α > 0), where Δ_ν is the Laplace-Bessel differential operator. We establish norm inequalities that describe the boundedness of the operator J^α_β from L_p,ν to L_q,ν under suitable conditions on α, β, p and q. The results extend and unify the known estimates for classical potential operators. In particular, the cases β = 1 and β = 2 correspond to the modified Flett and Bessel potentials, respectively.

On Fredholm Type Integral Equations In H\"{O}Der Spaces: Existence Of Solutions, Yasemi̇n Başci, Adi̇l Misir, Süleyman Öğrekçi̇

Turkish Journal of Mathematics

In this study, we investigate the existence of solutions for a quadratic integral equation of the Fredholm type. The analysis is conducted on a finite interval bounded by two arbitrary constants, where the unknown function is associated with a prescribed kernel and two operators satisfying specific regularity and boundedness conditions. The methodological framework of this work is built upon the classical Schauder fixed point theorem, complemented by the structural properties of Hölder spaces. The results obtained not only encompass but also extend several previous contributions in the literature, as the discussion is carried out within a generalized setting over the …

Exploring Topological And Game-Theoretic Properties Of Selective Covering Bispaces, Selma Özçağ

Turkish Journal of Mathematics

This paper considers set selectively star countable chain condition in a bitopological setting, exploring its fundamental topological properties and its relationships with the existing selective covering properties. Furthermore we investigate a game-theoretic characterizations of the selectively countable chain condition property in bitopological spaces.

The Killing Magnetic Curves In The Anti-De Sitter Space H31, Uğur Dursun

Turkish Journal of Mathematics

In this paper, we study space-like, time-like and light-like Killing magnetic curves derived from Killing magnetic vector fields of the anti-de Sitter space H³₁ by using the half-space model H³₁ of H³₁. We find the first integrals of the system of nonlinear differential equations that describe the Killing magnetic curves corresponding to some Killing vector fields of H³₁, and then we give some particular solutions to obtain space-like, time-like and light-like magnetic curves of H³₁. Also, we calculate the curvature and torsion of some space-like and time-like …

A Non-Newtonian Approach To Screw Motion And Dual Numbers, Esra Parlak, Zehra Özdemi̇r

Turkish Journal of Mathematics

In this paper, we define multiplicative dual numbers, multiplicative dual vectors, scalars, and vector products associated with the multiplicative dual numbers. We give the base elements of multiplicative dual elliptic quaternions and their operational properties. We explain the rotation and translation motions in multiplicative dual elliptical quaternions. We provide the matrix representations of the screw motion using multiplicative dual elliptical quaternions. Thanks to these multiplicative dual elliptical quaternions, we explain the screw motion along with rotation and translation with theorems and proofs. We visualize this screw motion with mathematical programs by applying screw-ruled surfaces.

Assessment Of Antimicrobial Transition Errors From Hospitals To Skilled Nursing Facilities, Amy Y. Kang, Guarina A. Garcia Delgado, Ashley Nguyen, Maddie Yeh, Tracy Ly, Richard C. Beuttler, Abisay Ortega, Donna Phan Tran, Evelyn Flores, Charis Tjeong, Andrew Bishop, Praneet Kalkat, Loren G. Miller

Pharmacy Faculty Articles and Research

Background More than 1 million Americans reside in skilled nursing facilities (SNFs). Antimicrobial transition errors among patients transferred from hospital to SNFs pose safety risks and may lead to poor outcomes, but data on such errors are limited.   Methods We conducted a retrospective cohort study of infectious diseases clinics from 1 June 2020 through 30 November 2023 at the Los Angeles County Department of Health Services, a large safety-net health system. We performed logistic regression analyses to identify factors associated with antimicrobial transition errors and poor infection outcomes.   Results We screened records of 6865 clinic patients, among whom 112 were …

Provost Presents Faculty Research Series: "Repurpose Hope And Data: Why Central Americans Migrated To The U.S. In Caravans", Rosario Lara

CSUSB Sound and video recordings

No abstract provided.