Piet Leclercq (1942–2000)
نویسندگان
چکیده
منابع مشابه
cell death pathways , persisters or what ? Piet Borst
Although chemotherapy of tumours has scored successes, drug resistance remains the major cause of death of cancer patients. Initial treatment often leaves residual disease, from which the tumour regrows. Eventually, most tumours become resistant to all available chemotherapy. I call this pan-resistance to distinguish it from multi-drug resistance, usually describing resistance caused by upregul...
متن کاملState space models in actuarial science by Piet
The article discusses the usefulness of the state space model for analyzing insurance data. State space models can be viewed as as a framework to describe “smoothness” and purge data of “noise.” It is the smooth features in data which are critical for inference and extrapolation. We describe simple state models and apply them to two insurance data sets: one dealing with mortality, the other wit...
متن کاملFractal analysis of tree paintings by Piet Mondrian (1872-1944)
We examine two paintings by Piet Mondrian, and suggest that his depiction of tree foliages exhibit fractal patterns of a specific dimension. Our analysis implies that fractality may possess an aesthetic value that affected Mondrian, perhaps in a similar way as it inspired Jackson Pollock, another famous painter who incorporated fractality in several of his paintings. In recent years there has b...
متن کاملDept . of CSE , PIET HOD , Dept . Of CSE & IT , UCE
Folded Dualcube: A New Interconnection Topology For Parallel Systems Ms. Nibdita Adhikari Prof. (Dr.) C. R. Tripathy Asst. Prof & HOD, Dept. of CSE, PIET HOD, Dept. Of CSE &IT, UCE Rourkela, Orissa, India Burla, Sambalpur, Orissa, India Email: [email protected] Abstract-With the advent of VLSI technology, the demand for higher processing has increased to a large extent. Study of parallel c...
متن کاملSeidel’s Morphism of Toric 4–manifolds Sílvia Anjos and Rémi Leclercq
Following McDuff and Tolman’s work on toric manifolds [29], we focus on 4– dimensional NEF toric manifolds and we show that even though Seidel’s elements consist of infinitely many contributions, they can be expressed by closed formulas. From these formulas, we then deduce the expression of the quantum homology ring of these manifolds as well as their Landau–Ginzburg superpotential. We also giv...
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ژورنال
عنوان ژورنال: Spectroscopy
سال: 2000
ISSN: 0712-4813,1875-922X
DOI: 10.1155/2000/940168