2,864 research outputs found
Book Discussion : PJ Powers
No full textThe UJ Campus Health Services and the Student Affairs Division in partnership with the UJ Library invite you to meet PJ Powers (Thandeka) the co-author of the book HERE I AM About the book: Here I Am, written with Marianne Thamm, is an intimate and hilarious account of the life and times of one of this country’s most recognisable and enduring performers. From the dizzying heights of international stardom to the dark depths of her struggle with alcohol, this is a must-read to explore the heady mix of politics and music of the time. More than just a story about the personal journey of one of South Africa’s most beloved music icons, this extraordinary memoir of PJ Powers – or Thandeka, as she was affectionately renamed by Soweto crowds – is set against the turbulent backdrop of South Africa’s recent political history. It features a gallery of political leaders and international celebrities, including the likes of Nelson Mandela, Graça Machel, Chris Hani, Joaquim Chissano, Queen Elizabeth II, Brenda Fassie, Sharon Stone and Robert De Niro. Facilitator: Prof Alban Burke, Director – PsyCad, University of Johannesburg PJ Powers will also perform a few songs on the day. Date: 27 August 2015 Time: 16:30 for 17:00 Venue: Auditorium (6th Floor), APK Library, University of Johannesburg (corner Kingsway and University Road, Auckland Park) RSVP: By Wednesday, 26 August 2015 to Theodorah Modise on [email protected] / 011 559 226
Book Discussion : PJ Powers
No full textThe UJ Campus Health Services and the Student Affairs Division in partnership with the UJ Library invite you to meet PJ Powers (Thandeka) the co-author of the book HERE I AM About the book: Here I Am, written with Marianne Thamm, is an intimate and hilarious account of the life and times of one of this country’s most recognisable and enduring performers. From the dizzying heights of international stardom to the dark depths of her struggle with alcohol, this is a must-read to explore the heady mix of politics and music of the time. More than just a story about the personal journey of one of South Africa’s most beloved music icons, this extraordinary memoir of PJ Powers – or Thandeka, as she was affectionately renamed by Soweto crowds – is set against the turbulent backdrop of South Africa’s recent political history. It features a gallery of political leaders and international celebrities, including the likes of Nelson Mandela, Graça Machel, Chris Hani, Joaquim Chissano, Queen Elizabeth II, Brenda Fassie, Sharon Stone and Robert De Niro. Facilitator: Prof Alban Burke, Director – PsyCad, University of Johannesburg PJ Powers will also perform a few songs on the day. Date: 27 August 2015 Time: 16:30 for 17:00 Venue: Auditorium (6th Floor), APK Library, University of Johannesburg (corner Kingsway and University Road, Auckland Park) RSVP: By Wednesday, 26 August 2015 to Theodorah Modise on [email protected] / 011 559 226
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Projections on von Neumann algebras as limits of elementary operators
No full textIf B is a subalgebra of a von Neumann algebra A⊂B(H) and B contains the rank one projections corresponding to an orthonormal basis of H, then a linear B-bimodule projection P on A with range B is of the form P(x)=∑jpjxpjx∈B(H) for orthogonal projections pj in A which are diagonal with respect to the basis. An analogous result holds if A=B(H) and B is a weakly closed ternary ring of operators
The pram, the notebook and the plastic bag: Mothering practices among migrants living in legal precarity in Berlin
No full textSuerbaum M. The pram, the notebook and the plastic bag: Mothering practices among migrants living in legal precarity in Berlin. In: Yi-Neumann F, Lauser A, Fuhse A, Bräunlein PJ, eds. Material Culture and (Forced) Migration. Materializing the transient. London: UCL Press; 2022
On the problem of boundedness of a signed measure on projections of a von Neumann algebra
No full textAbstractLet M be a von Neumann algebra and Mn be the set of all orthogonal projections in M. We call a mapping ηMn → C a signed measure on M if η is totally orthoadditive, that is, η(∑i ϵ IPi) = ϵi ϵ I η(Pi) for Pi ϵ Mn, Pi⊥ Pj (i ≠ j). Here the condition of boundedness is usually required for the effective study and application of signed measures. So a natural problem of the existence of unbounded signed measures arises. In the present paper it is proved that any signed measure on the set of projections of a continuous von Neumann algebra is bounded. This fact is generalized also for vector-valued measures
On the problem of boundedness of a signed measure on projections of a von Neumann algebra
No full textLet M be a von Neumann algebra and Mn be the set of all orthogonal projections in M. We call a mapping ηMn → C a signed measure on M if η is totally orthoadditive, that is, η(∑i ε{lunate} IPi) = ε{lunate}i ε{lunate} I η(Pi) for Pi ε{lunate} Mn, Pi⊥ Pj (i ≠ j). Here the condition of boundedness is usually required for the effective study and application of signed measures. So a natural problem of the existence of unbounded signed measures arises. In the present paper it is proved that any signed measure on the set of projections of a continuous von Neumann algebra is bounded. This fact is generalized also for vector-valued measures. © 1992
Technologically mediated learning: The future of training in Australia
No full textHosie, PJ ORCiD: 0000-0003-2585-024XFollowing a review of the economic imperatives currently facing Australia,
the future directions training will take are examined. Related training issues are considered; such as multiskilling, on-the-job training and legal issues. The author predicts that technologically mediated learning (TML),
especially interactive multimedia, will gain ascendancy as the predominant mode of delivery for training
A 0.7-V 0.43-pJ/cycle Wakeup Timer based on a Bang-bang Digital-Intensive frequency-Locked-Loop for IoT Applications
No full textA 40-nm CMOS wakeup timer employing a bang-bang digital-intensive frequency-locked loop for Internet-of-Things applications is presented. A self-biased ΣΔ digitally controlled oscillator (DCO) is locked to an RC time constant via a single-bit chopped comparator and a digital loop filter. Such highly digitized architecture fully exploits the advantages of advanced CMOS processes, thus enabling operation down to 0.7 V and a small area (0.07 mm 2 ). Most circuitry operates at 32× lower frequency than the DCO in order to reduce the total power consumption down to 181 nW. High frequency accuracy and a 10× enhancement of long-term stability is achieved by the adoption of chopping to reduce the effect of comparator offset and 1/f noise and by the use of ΣΔ modulation to improve the DCO resolution. The proposed timer achieves the best energy efficiency (0.43 pJ/cycle at 417 kHz) over prior art while keeping excellent on-par long-term stability (Allan deviation floor <;20 ppm) and temperature stability (106 ppm/°C).Accepted Author Manuscript(OLD)Applied Quantum Architecture
EFEKTIVITAS PASAL 1 PERATURAN DIREKTUR JENDRAL PAJAK NOMOR PER-18/PJ/2017
No full textTahap Penelitian atau yang penulis biasa sebut dengan validasi SSP (Surat Setoran Pajak) merupakan tahap final dimana seorang wajib pajak telah melakukan kewajibannya dalam penyetoran pajak, dan dalam proses validasi itu sendiri tidak semua akan diterima oleh kantor pajak setempat karena masih akan dilakukan penelitian baik penelitian serara formil maupun materiil. Untuk mekanismenya validasi telah ditetapkan dalam Per-18/Pj/2017 Tentang Cara Penelitian Bukti Pemenuhan Kewajiban Penyetoran Pajak Penghasilan Atas Penghasilan Dari Pengalihan Hak Atas Tanah Dan/Atau Bangunan, Dan Perjanjian Pengikatan Jual Beli Atas Tanah Dan/Atau Bangunan Beserta Perubahannya. Efektifitas pasal 1 Peraturan Direktur Jendral Pajak Nomor Per-18/Pj/2017 di Kantor Pajak Pratama Kota Malang telah sesuai akan tetapi untuk pasal 1 ayat 2 masih belum dan untuk pengikatan jual beli, dan mengenai cara pembuktian bahwa wajib pajak telah memenuhi kewajiban penyetoran adalah dengan cara validasi ataupun telah di telitiKata Kunci: kewajiban, penyetoran, pemenuhan, pajak, validasiThe Research Phase or what the author commonly refers to as SSP validation (Tax Payment Deposit) is the final stage in which a taxpayer has carried out his obligations in tax payments, and in the process of validation itself not all will be accepted by the local tax office because there will still be done a research both formal and material. For the mechanism of validation, it has been stipulated in Per-18 / Pj / 2017 Regarding the Method of Research of Evidence of Fulfillment of Obligation of Income Tax on Income from Transfer of Land and / or Building Rights, and Agreement on Binding of Sale and Purchase of Land and / or Buildings and Amendments. The effectiveness of article 1 of the Regulation of the Director General of Tax Number Per-18 / Pj / 2017 in the Pratama Tax Office Malang is appropriate but for article 1 paragraph 2 it is still not yet for the binding of buying and selling, and regarding the means of proving that the taxpayer has fulfilled the payment obligation is by validation or thoroughlyKeywords: oblilgation, deposit, fulfillment, tax, validatio
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