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Results:

• 51. Kok_and_Veldkamp_editorial_ES-2011-4160

  -473. Gabriel, D., S. M. Sait, J. A. Hodgson, U. Schmutz, W. E. Kunin, and T. G. Benton. 2010. Scale matters: the impact of organic farming on biodiversity at different spatial scales. Ecology Letters 13 (7):858-869. Gibson, C. C., E. Ostrom, and T. K. Ahn. 2000. The concept of scale and the human dimensions of global change: a survey. Ecological Economics 32:217-239. Hare, M., and P. Deadman /media/loftslag/Kok_and_Veldkamp_editorial_ES-2011-4160.pdf

• 52. vanRoosmalen_etal-2009-WRR_2007WR006760

  /media/loftslag/vanRoosmalen_etal-2009-WRR_2007WR006760.pdf

• 53. VI_2009_006_tt

  leads to c = h1u1 h2u2 h1 h2 : (3.2) Using the Manning equation for discharge per unit width, q, q = 1 n0 hR2=3H S 1=2 0 ; (3.3) where n0 is the Manning coefficient, h is the flow depth, RH is the hydraulic radius and S0 is mean channel slope; the relationships: u h2=3, q h5=3 and u q2=5 can 18 be derived for a wide rectangular channel for which RH h and u = q=h. Now using u1h1 = q1, u2h2 /media/vedurstofan/utgafa/skyrslur/2009/VI_2009_006_tt.pdf

• 54. VI_2015_005

  /media/vedurstofan/utgafa/skyrslur/2015/VI_2015_005.pdf

• 55. VI_2015_009

  all sites was calculated (RMSET ): RMSET (%) = 1 N N i=1 v u u t1 L L l=1 Qi(D;Tl) bQi(D;Tl) Qi(D;Tl) 2 x100 (7) where Qi(D;Tl) is the reference flood quantile at gauged site i and return period Tl , calculated with the GEV distribution fitted to the observed AMF series and bQi(D;Tl) is the estimated flood quantile, calculated with the IFM ( bQi(D;T ) = bµi(D)qR(D;T )). RMSET was ranked /media/vedurstofan/utgafa/skyrslur/2015/VI_2015_009.pdf

• 56. Water_resources_man_Veijalainen_etal

  /media/ces/Water_resources_man_Veijalainen_etal.pdf

• 57. Kok_JGEC658_2009

  /media/loftslag/Kok_JGEC658_2009.pdf

• 58. VI_2020_008

  − �1 + ���� � ���� − ���� ���� �� −1 ����⁄ where x is the threshold excess, u is the threshold, σ the scale parameter and ξ the shape parameter. Note that ξ is equal to the shape parameter of the corresponding GEV distribution. Return level r is defined as the value that is exceeded once every m observations and can be calculated as follows: ���� = � ���� + ���� ���� �(������������) ���� − 1 /media/vedurstofan-utgafa-2020/VI_2020_008.pdf

• 59. VI_2022_006_extreme

  J. Roberts Tinna Þórarinsdóttir VÍ 2022-006 Skýrsla +3 5 4 522 6000 vedur@ve d u r.i s Veðursto f a Ísland s B ú sta ð a rve g u r 7–9 108 Reyk j a vík Contents 1 INTRODUCTION .................................................................................................................. 4 2 STUDY AREA /media/vedurstofan-utgafa-2022/VI_2022_006_extreme.pdf

• 60. Journal_of_Hydrology_Veijalainen_etal

  24 July 2010 This manuscript was handled by K. Georgakakos, Editor-in-Chief, with the assistance of Ercan Kahya, Associate Editor Keywords: Climate change Flood Hydrological modelling Flood inundation area Hydraulic modelling Finland s u m m a r y This paper provides a general overview of changes in flooding caused by climate change in Finland for the periods 2010–2039 and 2070–2099. Changes /media/ces/Journal_of_Hydrology_Veijalainen_etal.pdf