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Discrete mathematics and its applications / Kenneth H. Rosen

ISBN
9789814670135, 9780071315012
Lần xuất bản
7th.
Mã xếp giá
511 R813
Tên tác giả
Rosen,Kenneth H.
Nhà xuất bản
Boston McGraw-Hill
Năm phát hành
2012
Mô tả vật lý
xxi, 836 p.,a-16, b-8, s-61, i-23 : ill ;30 cm
Từ khóa
Discrete mathematics
Mathematics
Toán học
Toán rời rạc
Môn học
MAD101
MAD111
MAD121
Ldr
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852
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852
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852
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852
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852
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852
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852
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852
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852
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852
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852
$aFPTU DN$bGT/DNTN$jGT/DNTN001111
852
$aFPTU DN$bGT/DNTN$jGT/DNTN001112
852
$aFPTU DN$bGT/DNTN$jGT/DNTN001113
852
$aFPTU DN$bGT/DNTN$jGT/DNTN001114
852
$aFPTU DN$bGT/DNTN$jGT/DNTN001115
852
$aFPTU DN$bGT/DNTN$jGT/DNTN001116
852
$aFPTU DN$bGT/DNTN$jGT/DNTN001117
852
$aFPTU DN$bGT/DNTN$jGT/DNTN001118
852
$aFPTU DN$bGT/DNTN$jGT/DNTN001119
852
$aFPTU DN$bGT/DNTN$jGT/DNTN001123
852
$aFPTU DN$bGT/DNTN$jGT/DNTN001124
852
$aFPTU DN$bGT/DNTN$jGT/DNTN001125
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$aFPTU DN$bGT/DNTN$jGT/DNTN001126
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852
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852
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852
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852
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852
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852
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852
$aFPTU DN$bGT/DNTN$jGT/DNTN001138
852
$aFPTU DN$bGT/DNTN$jGT/DNTN001139
852
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852
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852
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852
$aFPTU DN$bGT/DNTN$jGT/DNTN001143
852
$aFPTU DN$bGT/DNTN$jGT/DNTN001144
852
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852
$aFPTU DN$bGT/DNTN$jGT/DNTN001146
852
$aFPTU HN$bGT/TNHL$jGT/TNHL000920
852
$aFPTU HN$bGT/TNHL$jGT/TNHL000921
852
$aFPTU HN$bGT/TNHL$jGT/TNHL000922
852
$aFPTU HN$bGT/TNHL$jGT/TNHL000923
852
$aFPTU HN$bGT/TNHL$jGT/TNHL000924
852
$aFPTU HN$bGT/TNHL$jGT/TNHL000925
852
$aFPTU HN$bGT/TNHL$jGT/TNHL000926
852
$aFPTU HN$bGT/TNHL$jGT/TNHL000927
852
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852
$aFPTU HN$bGT/TNHL$jGT/TNHL000929
852
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852
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852
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852
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852
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852
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852
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852
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852
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852
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852
$aFPTU HN$bGT/TNHL$jGT/TNHL000941
852
$aFPTU HN$bGT/TNHL$jGT/TNHL000942
852
$aFPTU HN$bGT/TNHL$jGT/TNHL000943
852
$aFPTU HN$bGT/TNHL$jGT/TNHL000944
852
$aFPTU HN$bGT/TNHL$jGT/TNHL000945
852
$aFPTU HN$bGT/TNHL$jGT/TNHL000946
852
$aFPTU HN$bGT/TNHL$jGT/TNHL000947
852
$aFPTU HN$bGT/TNHL$jGT/TNHL000948
852
$aFPTU HN$bGT/TNHL$jGT/TNHL000949
852
$aFPTU HN$bGT/TNHL$jGT/TNHL000950
852
$aFPTU HN$bGT/TNHL$jGT/TNHL000951
852
$aFPTU HN$bGT/TNHL$jGT/TNHL000952
852
$aFPTU HN$bGT/TNHL$jGT/TNHL000954
852
$aFPTU HN$bGT/TNHL$jGT/TNHL000955
852
$aFPTU HN$bGT/TNHL$jGT/TNHL000956
852
$aFPTU HN$bGT/TNHL$jGT/TNHL000957
852
$aFPTU HN$bGT/TNHL$jGT/TNHL000958
852
$aFPTU HN$bGT/TNHL$jGT/TNHL000960
852
$aFPTU HN$bGT/TNHL$jGT/TNHL000961
852
$aFPTU HN$bGT/TNHL$jGT/TNHL000962
852
$aFPTU HN$bGT/TNHL$jGT/TNHL000963
852
$aFPTU HN$bGT/TNHL$jGT/TNHL000964
852
$aFPTU HN$bGT/TNHL$jGT/TNHL000966
852
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852
$aFPTU HN$bTK/TNHL$jTK/TNHL000347
852
$aFPTU HN$bTK/TNHL$jTK/TNHL000348
852
$aFPTU HN$bTK/TNHL$jTK/TNHL000691
852
$aFPTU QN$bGT/QNTN$jGT/QNTN000104
852
$aFPTU QN$bGT/QNTN$jGT/QNTN000105
852
$aFPTU QN$bGT/QNTN$jGT/QNTN000106
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852
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852
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852
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852
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852
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852
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852
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852
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852
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852
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852
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852
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852
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852
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852
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852
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852
$aFSE$bFGR/GT$jFGR/GT001242
852
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852
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852
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852
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852
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852
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852
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852
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852
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852
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852
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852
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852
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852
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852
$aFSE$bFGR/GT$jFGR/GT001258
852
$aFSE$bFGR/GT$jFGR/GT001259
852
$aFSE$bFGR/GT$jFGR/GT001260
852
$aFSE$bFGR/GT$jFGR/GT001261
852
$aFSE$bFGR/GT$jFGR/GT001262
852
$aFSE$bFGR/GT$jFGR/GT001263
852
$aFSE$bFGR/GT$jFGR/GT001264
852
$aFSE$bFGR/GT$jFGR/GT001265
852
$aFSE$bFGR/GT$jFGR/GT001266
852
$aFSE$bFGR/GT$jFGR/GT001267
852
$aFSE$bFGR/GT$jFGR/GT001268
852
$aFSE$bFGR/GT$jFGR/GT001269
852
$aFSE$bFGR/GT$jFGR/GT001270
852
$aFSE$bFGR/GT$jFGR/GT001271
852
$aFSE$bFGR/GT$jFGR/GT001272
852
$aFSE$bFGR/GT$jFGR/GT001273
852
$aFSE$bFGR/GT$jFGR/GT001274
852
$aFSE$bFGR/GT$jFGR/GT001275
852
$aFSE$bFGR/GT$jFGR/GT001276
852
$aFSE$bFGR/GT$jFGR/GT001277
852
$aFSE$bFGR/GT$jFGR/GT001279
852
$aFSE$bFGR/GT$jFGR/GT001281
852
$aFSE$bFGR/GT$jFGR/GT001282
852
$aFSE$bFGR/GT$jFGR/GT001283
852
$aFSE$bFGR/GT$jFGR/GT001284
852
$aFSE$bFGR/GT$jFGR/GT001285
852
$aFSE$bFGR/GT$jFGR/GT001286
852
$aFSE$bFGR/GT$jFGR/GT001287
852
$aFSE$bFGR/GT$jFGR/GT001288
852
$aFSE$bFGR/GT$jFGR/GT001289
852
$aFSE$bFGR/GT$jFGR/GT001290
852
$aFSE$bFGR/GT$jFGR/GT001291
852
$aFSE$bFGR/GT$jFGR/GT001292
852
$aFSE$bFGR/GT$jFGR/GT001293
852
$aFSE$bFGR/GT$jFGR/GT001294
852
$aFSE$bFGR/GT$jFGR/GT001295
852
$aFSE$bFGR/GT$jFGR/GT001296
852
$aFSE$bFGR/GT$jFGR/GT001297
852
$aFSE$bFGR/GT$jFGR/GT001298
852
$aFSE$bFGR/GT$jFGR/GT001299
852
$aFSE$bFGR/GT$jFGR/GT001300
852
$aFSE$bFGR/GT$jFGR/GT001301
852
$aFSE$bFGR/GT$jFGR/GT001302
852
$aFSE$bFGR/GT$jFGR/GT001303
852
$aFSE$bFGR/GT$jFGR/GT001304
852
$aFSE$bFGR/GT$jFGR/GT001306
852
$aFSE$bFGR/GT$jFGR/GT001307
852
$aFSE$bFGR/GT$jFGR/GT001308
852
$aFSE$bFGR/GT$jFGR/GT001309
852
$aFSE$bFGR/GT$jFGR/GT001310
852
$aFSE$bFGR/GT$jFGR/GT001311
852
$aFSE$bFGR/GT$jFGR/GT001312
852
$aFSE$bFGR/GT$jFGR/GT001313
852
$aFSE$bFGR/GT$jFGR/GT001314
852
$aFSE$bFGR/GT$jFGR/GT001315
852
$aFSE$bFGR/GT$jFGR/GT001316
852
$aFSE$bFGR/GT$jFGR/GT001317
852
$aFSE$bFGR/GT$jFGR/GT001318
852
$aFSE$bFGR/GT$jFGR/GT001319
852
$aFSE$bFGR/GT$jFGR/GT001320
852
$aFSE$bFGR/GT$jFGR/GT001321
852
$aFSE$bFGR/GT$jFGR/GT001322
852
$aFSE$bFGR/GT$jFGR/GT001323
852
$aFSE$bFGR/GT$jFGR/GT001324
852
$aFSE$bFGR/GT$jFGR/GT001325
852
$aFSE$bFGR/GT$jFGR/GT001326
852
$aFSE$bFGR/GT$jFGR/GT001327
852
$aFSE$bFGR/GT$jFGR/GT001328
852
$aFSE$bFGR/GT$jFGR/GT001329
852
$aFSE$bFGR/GT$jFGR/GT001330
852
$aFSE$bFGR/GT$jFGR/GT001331
900
1
907
FPT120020570.jpg
911
Giáp Thị Quỳnh Nga
926
0
927
SH

Đăng ký mượn

FSE: FGR/GT Tổng: 103 Rỗi: 103 Bận: 0

FPTU DN: GT/DNTN Tổng: 136 Rỗi: 105 Bận: 31

FPTU HN: GT/TNHL Tổng: 44 Rỗi: 36 Bận: 8

FPTU HN: TK/TNHL Tổng: 3 Rỗi: 3 Bận: 0

FPTU QN: GT/QNTN Tổng: 3 Rỗi: 3 Bận: 0

Tổng số bản: 289    Chi tiết

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