Search Results - "Van der Leer, J."
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Hodge decompositions for Lie algebroids on manifolds with boundary
Published in Mathematische annalen (01-02-2022)“…We investigate when the Chevalley-Eilenberg differential of a complex Lie algebroid on a manifold with boundary admits a Hodge decomposition. We introduce the…”
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Blow-Ups in Generalized Kähler Geometry
Published in Communications in mathematical physics (01-02-2018)“…We study blow-ups in generalized Kähler geometry. The natural candidates for submanifolds to be blown-up are those which are generalized Poisson submanifolds…”
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PO-0847: Implementing the new ESTRO guideline for elective breast radiotherapy with the humeral head as PRV
Published in Radiotherapy and oncology (01-04-2016)Get full text
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EP-1270: Accuracy and reliability of CBCT based position verification and correction for IGRT of pancreatic cancer
Published in Radiotherapy and oncology (01-03-2013)Get full text
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OC-0392 IMPLEMENTATION OF THE NEW STANDARDISED NAMING CONVENTIONS IN RADIATION THERAPY
Published in Radiotherapy and oncology (01-05-2012)Get full text
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PD-0328 Evaluation of the clinical use of a deep learning model for breast cancer treatment plan generation
Published in Radiotherapy and oncology (01-05-2023)Get full text
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PO-1452: The effect of automatic beam angle optimization and new objectives on OAR dose and mortality
Published in Radiotherapy and oncology (01-11-2020)Get full text
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EP-1824: Elective breast RT including level I & II lymph nodes: A planning study with the humeral head as PRV
Published in Radiotherapy and oncology (01-05-2017)Get full text
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Quality assurance of the EORTC 22043-30041 trial in post-operative radiotherapy in prostate cancer: Results of the Dummy Run procedure
Published in Radiotherapy and oncology (01-06-2013)“…Abstract Background and purpose The EORTC 22043-30041 trial investigates the role of the addition of androgen suppression to post-operative radiotherapy in…”
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Blow-ups in generalized K\"ahler geometry
Published 18-03-2016“…We continue the study of blow-ups in generalized complex geometry with the blow-up theory for generalized K\"ahler manifolds. The natural candidates for…”
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