id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
ejpam-2468	Kendirli, Baris	Fourier Coefficients of some Eta Quotients of Weight 8	2015	22	.pdf	application/pdf	9816	240	76	= ( 1 2 p+ 15 4 p2 + 91 8 p3 + 273 16 p4 + 41 4 p5 − 99 16 p6 − 65 4 p7 − 213 16 p8 − 23 4 p9 − 21 16 p10 − 1 8 p11)k8, f2 := ∞ ∑ n=0 f2 (n) = η5 (4z)η33 (6z) η7 (2z)η15 (12z) = ( 1 2 p+ 15 4 p2 + 45 4 p3 + 65 4 p4 + 33 4 p5 − 33 4 p6 − 65 4 p7 − 45 4 p8 − 15 4 p9 − 1 2 p10)k8, f3 := ∞ ∑ n=0 f3 (n) = η9 (2z)η17 (6z) η3 (4z)η7 (12z) = ( 1 2 p+ 15 4 p2 + 37 4 p3 + 13 4 p4 − 87 4 p5 − 121 4 p6 + 19 4 p7 + 135 4 p8 + 65 4 p9 − 17 2 p10 − 9p11 − 2p12)k8, f4 := ∞ ∑ n=0 f4 (n) = η17 (2z)η9 (6z) η7 (4z)η3 (12z) = ( 1 2 p+ 15 4 p2 + 33 4 p3 − 13 4 p4 − 135 4 p 5 − 99 4 p6 + 171 4 p7 + 225 4 p8 − 63 4 p9 − 44p10 − 6p11 + 12p12 + 4p13)k8, f5 := ∞ ∑ n=0 f5 (n) = η25 (2z)η (6z)η (12z) η11 (4z) = ( 1 2 p+ 15 4 p2 + 29 4 p3 − 39 4 p4 − 175 4 p 5 − 33 4 p6 + 375 4 p7 + 219 4 p8 − 399 4 p9 − 145 2 p10 + 54p11 + 40p12 − 12p13 − 8p14)k8, f6 := ∞ ∑ n=0 f6 (n) = η33 (2z)η5 (12z) η15 (4z)η7 (6z) − 172211/62730k10 + 85609/62730k11 − 21547/31365k12 + 6041/31365k13 − 2038/31365k14 − 5968/31365k15 + 11936/31365k16, r8 =8170304/31365k0 − 553454/1845k1 + 8087054/31365k2 − 6100906/31365k3 + 4250186/31365k4 − 2796223/31365k5 + 1754294/31365k6 − 1053046/31365k7 + 597956/31365k8 − 18419/1845k9 + 139724/31365k10 − 32926/31365k11 − 24124/31365k12 + 65132/31365k13 − 74056/31365k14 + 91904/31365k15 − 183808/31365k16, r9 =− 1116896/6273k0 + 1011709/6273k1 − 836363/6273k2 + 649939/6273k3 − 479906/6273k4 + 336985/6273k5 − 223349/6273k6 + 137143/6273k7 − 74396/6273k8 + 30469/6273k9 − 575/6273k10 − 19181/6273k11 + 30910/6273k12 − 38834/6273k13 + 39148/6273k14 − 39776/6273k15 + 79552/6273k16, r10 =1067584/31365k0 − 933638/31365k1 + 784454/31365k2 − 635366/31365k3 + 494146/31365k4 − 364693/31365k5 + 14642/1845k6 − 147746/31365k7 + 61556/31365k8 + 9607/31365k9 − 66056/31365k10 + 108554/31365k11 − 138764/31365k12 + 160012/31365k13 − 9608/1845k14 + 169984/31365k15 − 339968/31365k16, r11 =− 185456/94095k0 + 326609/188190k1 − 280927/188190k2 + 234563/188190k3 − 93929/94095k4 + 70492/94095k5 − 5531/11070k6 + 47033/188190k7 − 14/94095k8 − 23483/94095k9 + 93923/188190k10 − 140797/188190k11 + 93751/94095k12 − 116933/94095k13 + 8222/535k14 − 185456/94095k15 + 370912/94095k16.	cache/ejpam-2468.pdf	txt/ejpam-2468.txt