AKIBAT HUKUM PERKAWINAN SIRI TERHADAP HARTA KEKAYAAN DI DUSUN TAIPALAMPANG DESA BALUMBUNGANG KECAMATAN BONTORAMBA KABUPATEN JENEPONTO

Penelitian ini bertujuan untuk mengidentifikasi tentang status harta pada perkawinan siri dan penyelesaian sengketa harta kekayaan pada perkawinan siri. Penelitian ini menggunakan metode kualitatif, yang bersumber dari data responden, pembagian angket dan wawancara serta bahan-bahan dari pustaka yang berlaku dan berkaitan dengan status harta kekayaan pada perkawinan siri yang terjadi di Dusun Taipalampang Kecamatan Bontoramba Kabupaten Jeneponto. Hasil penelitian ini menunjukkan bahwa fenomena perkawinan siri yang terjadi pada Dusun Taipalampang bisa menimbulkan berbagai macam permasalahan dari aspek hukum dan lingkungan masyarakat. Perkawinan siri menurut Pasal 2 ayat (1) Undang-Undang Perkawinan No 1 Tahun 1974, perkawinan yang sah adalah perkawinan yang dilakukan menurut hukumnya masing-masing agama dan kepercayaannya. Pada pasal tersebut undang-undang perkawinan menyerahkan syarat sahnya perkawinan dilihat dari sudut agama. pada perkawinan siri terdapat cacat administrasi karena pada pasal 2 ayat (2) UUP dijelaskan bahwa tiap-tiap perkawinan dicatat menurut peraturan perundang-undangan yang berlaku sehingga apabila terjadi permasalahan pada sengketa perkawinan dapat diselesaikan dengan berdasarkan hukum yang berlaku. Diketahui bahwa pencatatan perkawinan merupakan salah satu bukti konkrit yang dapat digunakan untuk membuktikan apakah benar telah terjadi perkawinan, dengan adanya pencatatan juga memudahkan Pengadilan Agama menyelesaikan sengketa harta kekayaan apabila terjadi perceraian. Karena pada perkawinan siri tersebut sulit untuk menentukan status harta kekayaan dalam hukum apabila perkawinan tidak tercatat. This study aims to identify the status of property in unregistered marriage “nikah siri” and dispute resolution property on the unregistered marriage. This study uses a qualitative method, which is sourced from the data of respondents, the distribution of questionnaires and interviews as well as materials from the literature, which are valid and related to the status of property on unregistered marriage that happens in Taipalampang, Bontoramba District, Jeneponto Regency. The results of this study show that the phenomenon of “nikah siri” which happens in Taipalampang can cause a variety of problems from the aspect of law and society. Unregistered marriage, according to Article 2, paragraph (1) of the Marriage Law No. 1 Year 1974, a legal marriage is a marriage conducted according to the law of each religion and beliefs. In the chapter of the laws of marriage handed over the terms of the validity of a marriage is seen from the angle of religion. On Unregistered marriage, there are defects in administration because article 2, paragraph (2) UUP explains that every marriage is recorded according to the laws and regulations that apply so that in case of problems in a marital dispute can be resolved with the under applicable law. Be aware that the registration of marriage is one of the concrete pieces of evidence that can be used to prove whether the right has occurred to the marriage, with the recording also facilitating Religious Court resolve the dispute assets if they divorce. Because ‘nikah siri” is difficult to determine the status of the assets in the law if the marriage is unregistered.

The resolution property via Azumaya algebras

Using formal-local methods, we prove that a separated and normal tame Artin surface has the resolution property. By proving that normal tame Artin stacks can be rigidified, we ultimately reduce our analysis to establishing the existence of Azumaya algebras. Our construction passes through the case of tame Artin gerbes, tame Artin curves, and algebraic space surfaces, each of which we establish independently.

Quasi-Affineness and the 1-Resolution Property

We prove that, under mild hypothesis, every normal algebraic space that satisfies the $1$-resolution property is quasi-affine. More generally, we show that for algebraic stacks satisfying similar hypotheses, the 1-resolution property guarantees the existence of a finite flat cover by a quasi-affine scheme.

Source location with cross-coherence migration

Locating microseismic source positions using seismic energy emitted from hydraulic fracturing is essential for choosing optimal fracking parameters and maximizing the fracturing effects in hydrocarbon exploitation. Interferometric crosscorrelation migration (ICCM) and zero-lag autocorrelation of time-reversal imaging (ATRI) are two important passive seismic source locating approaches that are proposed independently and seem to be substantially different. We have proven that these two methods are theoretically identical and produce very similar images. Moreover, we have developed cross-coherence that uses normalization by the spectral amplitude of each of the traces, rather than crosscorrelation or deconvolution, to improve the ICCM and ATRI methods. The adopted method enhances the spatial resolution of the source images and is particularly effective in the presence of highly variable and strong additive random noise. Synthetic and field data tests verify the equivalence of the conventional ICCM and ATRI and the equivalence of their improved versions. Compared with crosscorrelation- and deconvolution-based source locating methods, our approach shows a high-resolution property and antinoise capability in numerical tests using synthetic data with single and multiple sources, as well as field data.

QUILLEN EQUIVALENT MODELS FOR THE DERIVED CATEGORY OF FLATS AND THE RESOLUTION PROPERTY

We investigate the assumptions under which a subclass of flat quasicoherent sheaves on a quasicompact and semiseparated scheme allows us to ‘mock’ the homotopy category of projective modules. Our methods are based on module-theoretic properties of the subclass of flat modules involved as well as their behaviour with respect to Zariski localizations. As a consequence we get that, for such schemes, the derived category of flat quasicoherent sheaves is equivalent to the derived category of very flat quasicoherent sheaves. If, in addition, the scheme satisfies the resolution property then both derived categories are equivalent to the derived category of infinite-dimensional vector bundles. The equivalences are inferred from a Quillen equivalence between the corresponding models.

Optimal Parameter Tuning of MRPID Controller for Temperature Control

This paper presents the optimal tuning of gain parameters of Multi-resolution PID controller for thermal system. Control of temperature in thermal system is very important. MRPID controller utilizes the multi-resolution property of wavelet transform to decompose the error signal in to different frequency components. Further different coefficients of wavelet are used to generate the control signal. To generate the desired control, optimal tuning is required. In this paper, optimal tuning of MRPID controller is done by genetic algorithm (GA) & Particle swarm optimization (PSO). At the end, performance comparison between these two techniques is done and concluded. Wavelet-based MRPID controller is executed in MATLAB/Simulink@2015a.