Bart Van Steirteghem bvans.net

Bart Van Steirteghem

1650 Bedford Ave, Brooklyn NY 11225, USA. Office L-05-V in AB1. Bartvs at mec dot cuny dot edu. 365 Fifth Avenue, New York, NY 10016, USA. Cauerstr. 11, D-91058 Erlangen. Bartvs at math dot fau dot de. Introduction to Mathematical Proof. On some families of smooth affine spherical varieties of full rank. Acta Mathematica Sinica, English Series 34 2018, 563-596. Nilpotent matrices having a given Jordan type as maximum commuting nilpotent orbit. With A. Iarrobino. Transformation Groups 11 2006, 495-516.

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This web page bvans.net presently has an average traffic ranking of zero (the lower the superior). We have scanned one page inside the website bvans.net and found zero websites linking to bvans.net. There are one contacts and addresses for bvans.net to help you reach them. This web page bvans.net has been online for eight hundred and fifty-six weeks, twenty-eight days, twenty-two hours, and twenty-four minutes.

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BVANS.NET HISTORY

This web page bvans.net was first recorded on October 09, 2008. It was last updated on October 06, 2013. This web page will expire on the date of October 09, 2015. It is now eight hundred and fifty-six weeks, twenty-eight days, twenty-two hours, and twenty-four minutes young.

REGISTERED

October

2008

UPDATED

October

2013

EXPIRED

October

2015

LENGTH OF LIFE

16

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4

MONTHS

27

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CONTACTS

Bart Van Steirteghem

Gandi, 63-65 boulevard Massena

(Gandi) Paris, (Gandi) 75013

(Gandi) FR

(Gandi) +33.170377666

1025fa1d440b770742ae638c1d81317a-874555@contact.gandi.net

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Bart Van Steirteghem

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1650 Bedford Ave, Brooklyn NY 11225, USA. Office L-05-V in AB1. Bartvs at mec dot cuny dot edu. 365 Fifth Avenue, New York, NY 10016, USA. Cauerstr. 11, D-91058 Erlangen. Bartvs at math dot fau dot de. Introduction to Mathematical Proof. On some families of smooth affine spherical varieties of full rank. Acta Mathematica Sinica, English Series 34 2018, 563-596. Nilpotent matrices having a given Jordan type as maximum commuting nilpotent orbit. With A. Iarrobino. Transformation Groups 11 2006, 495-516.

CONTENT

This web page states the following, "1650 Bedford Ave, Brooklyn NY 11225, USA." We saw that the web page also said " Bartvs at mec dot cuny dot edu." It also said " 365 Fifth Avenue, New York, NY 10016, USA. Bartvs at math dot fau dot de. On some families of smooth affine spherical varieties of full rank. Acta Mathematica Sinica, English Series 34 2018, 563-596. Nilpotent matrices having a given Jordan type as maximum commuting nilpotent orbit. Transformation Groups 11 2006, 495-516."

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