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Spring 2008
MATH 100 Introduction to Contemporary Mathematics 3 credits
Grade Method: REG/P-F/AUD
GEP/GFR:Meets M. Prereq: A suitable score
on the LRC Algebra placement exam.
[3986] 0101 MWF.......10:00am-10:50am (MP 101) NEWTON, R
[3987] 0201 MWF........1:00pm- 1:50pm (MP 106) NEWTON, R
MATH 106 Algebra and Elementary Functions 3 credits
Grade Method: REG/P-F/AUD Not open to
students who have passed MATH 150.
PREREQUISITE: Qualifying score on LRC
Algebra placement exam.
[3988] 0101 MWF.......10:00am-10:50am (MP 106) BARADWAJ, R
[3989] 0201 MWF.......11:00am-11:50am (MP 106) RILEY, S
[3990] 0301 MWF........3:00pm- 3:50pm (MP 103) MARFANI, E
MATH 106Y Algebra and Elementary Functions 4 credits
Grade Method: REG/P-F/AUD
[7855] 0101 MWF.......10:00am-10:50am (MP 106) BARADWAJ, R
W.........11:00am-11:50am (MP 401) DIS
MATH 115 Finite Mathematics 3 credits
Grade Method: REG/P-F/AUD
GEP/GFR:Meets M. Not open to students who
have passed MATH 221, STAT 350, 351, or
451. Prereq: Qualifying score on the
Algebra placement exam.
[3991] 0101 TuTh.......1:00pm- 2:15pm (MP 103) KOGAN, J
MATH 132 Mathematics for Elementary School Teachers 4 credits
II
Grade Method: REG/P-F/AUD
GEP:N/A. GFR:Meets M. Enrollment is
restricted to students pursuing
certification in elementary or secondary
education. Prereq: Math 131.
[3992] 0101 MWF.......11:00am-12:05pm (MP 103) TIGHE, B
MATH 150 Precalculus Mathematics 4 credits
Grade Method: REG/P-F/AUD
GEP/GFR:Meets M. A suitable score on the
LRC Algebra placement exam.
[3993] 0101 MWF........8:45am- 9:50am (AD LH3) BARADWAJ, R
M..........1:00pm- 1:50pm (MP 010) DIS
[3995] 0103 MWF........8:45am- 9:50am (AD LH3) BARADWAJ, R
F.........10:00am-10:50am (MP 008) DIS
[3996] 0104 MWF........8:45am- 9:50am (AD LH3) BARADWAJ, R
F.........11:00am-11:50am (MP 008) DIS
[3998] 0201 TuTh.......4:30pm- 6:20pm (MEYR LH2) KAPOOR, J
Tu.........6:30pm- 7:20pm (MP 010) DIS
[3999] 0202 TuTh.......4:30pm- 6:20pm (MEYR LH2) KAPOOR, J
Th.........6:30pm- 7:20pm (ACIV013) DIS
[4000] 0203 TuTh.......4:30pm- 6:20pm (MEYR LH2) KAPOOR, J
Tu.........3:00pm- 3:50pm (MP 106) DIS
[4001] 0204 TuTh.......4:30pm- 6:20pm (MEYR LH2) KAPOOR, J
Th.........3:00pm- 3:50pm (MP 101) DIS
[4002] 0205 TuTh.......4:30pm- 6:20pm (MEYR LH2) KAPOOR, J
Th.........2:00pm- 2:50pm (MP 101) DIS
MATH 151 Calculus and Analytic Geometry I 4 credits
Grade Method: REG/P-F/AUD
GEP/GFR:Meets M. Non-science-oriented
students interested in calculus should
consider MATH 155. Credit will not be
given for both MATH 151 and 155. Prereq:
MATH 150 or a qualifying score on the LRC
Calculus Readiness placement test.
[4003] 0101 MWF........8:00am- 8:50am (MP 104) SLOWIKOWSKI, W
MW.........9:00am- 9:50am (MP 010) DIS
[4004] 0102 MWF........8:00am- 8:50am (MP 104) SLOWIKOWSKI, W
MW........10:00am-10:50am (MP 010) DIS
[4005] 0201 MWF........9:00am- 9:50am (MP 104) SLOWIKOWSKI, W
WF........10:00am-10:50am (MP 012) DIS
[4006] 0202 MWF........9:00am- 9:50am (MP 104) SLOWIKOWSKI, W
MF........11:00am-11:50am (MP 012) DIS
[4007] 0301 MWF.......10:00am-10:50am (MP 104) TIGHE, B
MF.........9:00am- 9:50am (MP 012) DIS
[4008] 0302 MWF.......10:00am-10:50am (MP 104) TIGHE, B
MF........11:00am-11:50am (ACIV150) DIS
[4009] 0401 MWF.......11:00am-11:50am (MP 104) SONG, Y
WF.........9:00am- 9:50am (ACIV006) DIS
[4010] 0402 MWF.......11:00am-11:50am (MP 104) SONG, Y
WF........10:00am-10:50am (ACIV006) DIS
[4011] 0501 MWF........2:00pm- 2:50pm (MP 104) TIGHE, B
MW........10:00am-10:50am (MP 008) DIS
[4012] 0502 MWF........2:00pm- 2:50pm (MP 104) TIGHE, B
MW.........3:00pm- 3:50pm (SOND202) DIS
[4013] 0601 MWF........3:00pm- 3:50pm (MP 104) SLOWIKOWSKI, W
MF.........1:00pm- 1:50pm (SOND110) DIS
[4014] 0602 MWF........3:00pm- 3:50pm (MP 104) SLOWIKOWSKI, W
MF.........2:00pm- 2:50pm (SOND110) DIS
[4015] 0701 TuTh.......5:30pm- 6:45pm (MP 101) WILSON, M
TuTh.......3:00pm- 3:50pm (MP 008) DIS
[4016] 0702 TuTh.......5:30pm- 6:45pm (MP 101) WILSON, M
TuTh.......7:10pm- 8:00pm (MP 105) DIS
MATH 152 Calculus and Analytic Geometry II 4 credits
Grade Method: REG/P-F/AUD
GEP:N/A. GFR:Meets M. Prereq: MATH 151,
141, or 155B.
[4017] 0101 MWF........9:00am- 9:50am (SOND003) SONG, Y
MW........10:00am-10:50am (ACIV151) DIS
[4018] 0102 MWF........9:00am- 9:50am (SOND003) SONG, Y
MF........11:00am-11:50am (MP 010) DIS
[4019] 0201 MWF........1:00pm- 1:50pm (PUP 105) SONG, Y
MF........11:00am-11:50am (SOND207) DIS
[4020] 0202 MWF........1:00pm- 1:50pm (PUP 105) SONG, Y
MW.........2:00pm- 2:50pm (MP 105) DIS
[4021] 0301 MWF........3:00pm- 3:50pm (MP 106) TIGHE, B
MW.........2:00pm- 2:50pm (MP 012) DIS
[4022] 0302 MWF........3:00pm- 3:50pm (MP 106) TIGHE, B
MW.........1:00pm- 1:50pm (MP 105) DIS
[4023] 0401 TuTh.......7:10pm- 8:25pm (ACIV LH4) WILSON, M
TuTh.......3:00pm- 3:50pm (MP 401) DIS
[4024] 0402 TuTh.......7:10pm- 8:25pm (ACIV LH4) WILSON, M
TuTh.......6:00pm- 6:50pm (MP 008) DIS
[7870] 0501 TuTh.......4:00pm- 5:15pm (SOND003) PITTENGER, A
TuTh.......5:30pm- 6:20pm (SOND003) DIS
MATH 155 Elementary Calculus 3 credits
Grade Method: REG/P-F/AUD
GEP/GFR:Meets M. Credit will not be given
for both MATH 151 and 155. Prereq: A score
on the LRC Algebra placement exam
suitable.
[4027] 0101 MW.........7:10pm- 8:25pm (MP 101) KELLY, B
[4028] 0201 TuTh.......8:30am- 9:45am (MP 101) BARADWAJ, R
[4029] 0301 TuTh......11:30am-12:45pm (MP 103) BARADWAJ, R
MATH 215 Finite Mathematics for Information 3 credits
Sciences
Grade Method: REG/P-F/AUD Prereq: MATH
141, 151, 155, or 380.
[7515] 0101 TuTh.......7:10pm- 8:25pm (SOND003) KAPOOR, J
MATH 221 Introduction to Linear Algebra 3 credits
Grade Method: REG/P-F/AUD
GEP:N/A. GFR:Meets M. 8000 SECTION
COURSES ARE HELD OFF-CAMPUS AT SHADY
GROVE. CONTACT INSTRUCTOR FOR PERMISSION.
Prereq: MATH 141, 151, 155, or 380.
[4031] 0101 MW.........4:00pm- 5:15pm (SOND103) GOBBERT, M
[4032] 0201 MW.........2:30pm- 3:45pm (ACIV145) SHEN, J
[4033] 0301 TuTh.......8:30am- 9:45am (MP 106) LO, J
[4034] 0401 TuTh......10:00am-11:15am (MP 106) PITTENGER, A
MATH 225 Introduction to Differential Equations 3 credits
Grade Method: REG/P-F/AUD
GEP:N/A. GFR:Meets M. Prereq: Math 142 or
152. Recommended MATH 251.
[4036] 0101 TuTh......10:00am-11:15am (MP 103) KOGAN, J
[4037] 0201 MW.........7:10pm- 8:25pm (SOND105) ROSTAMIAN, R
[4038] 0301 TuTh.......2:30pm- 3:45pm (MP 104) POTRA, F
MATH 251 Multivariable Calculus 4 credits
Grade Method: REG/P-F/AUD
GEP:N/A. GFR:Meets M. Prereq: MATH 142 or
152.
[4039] 0101 MWF........8:45am- 9:50am (MP 103) LYNN, Y
[4040] 0201 MWF.......11:00am-12:05pm (SOND003) ZWECK, J
[4041] 0301 TuTh.......6:30pm- 8:20pm (MP 104) GULER, O
MATH 301 Introduction to Mathematical Analysis I 4 credits
Grade Method: REG/P-F/AUD MATH 142 or 152
and MATH 221. Highly recommeded CMSC 203.
[4042] 0101 TuTh.......8:10am- 9:50am (SOND003) POTRA, F
[4043] 0201 MW.........2:30pm- 4:20pm (MP 008) DRAGANESCU, A
[4044] 0301 MWF.......11:00am-12:05pm (MP 101) ARMSTRONG, T
MATH 302 Introduction to Mathematical Analysis II 3 credits
Grade Method: REG/P-F/AUD Prereq: MATH 251
and 301.
[4045] 0101 MW.........5:30pm- 6:45pm (MP 008) RATHINAM, M
MATH 306 Geometry 3 credits
Grade Method: REG/P-F/AUD Prereq: MATH
301.
[4046] 0101 TuTh.......4:00pm- 5:15pm (MP 105) GARTSIDE, J
MATH 341 Computational Methods 3 credits
Grade Method: REG/P-F/AUD Prereq: MATH 142
or 152, 221, CMSC 201 or permission of
instructor.
[4047] 0101 MWF.......10:00am-10:50am (MP 103) DRAGANESCU, A
MATH 404 Introduction to Partial Differential 3 credits
Equations I
Grade Method: REG/P-F/AUD
[4049] 0101 TuTh.......2:30pm- 3:45pm (ACIV145) BELL, J
MATH 407 Intro to Modern Algebra & Number Theory 3 credits
Grade Method: REG/P-F/AUD Prereq: MATH 301
or permission of instructor.
[4050] 0101 TuTh.......7:10pm- 8:25pm (MP 008) CAMPBELL, R
MATH 408 Introduction to Abstract Algebra 3 credits
Grade Method: REG/P-F/AUD Prerequisite:
MATH407.
[4051] 0101 MW.........7:30pm- 8:45pm (MP 012) HORTA, A
MATH 409 Introduction to Mathematical Logic 3 credits
Grade Method: REG/P-F/AUD
[7517] 0101 TuTh.......2:30pm- 3:45pm (MP 105) ARMSTRONG, T
MATH 423 Differential Geometry 3 credits
Grade Method: REG/P-F/AUD
[7516] 0101 MW.........2:30pm- 3:45pm (ACIV210) ZWECK, J
MATH 432 History of Mathematics 3 credits
Grade Method: REG/P-F/AUD Prereq: MATH 301
or permission of instructor.
[4053] 0101 MW.........5:30pm- 6:45pm (MP 102) SEIDMAN, T
MATH 479 Mathematical Problem Solving Seminar 1 credit
(PermReq) Grade Method: REG/P-F/AUD
[4055] 0101 Tu........11:30am-12:45pm (MP 401) ARMSTRONG, T
MATH 481 Mathematical Modeling 3 credits
Grade Method: REG/P-F/AUD Prereq: MATH
221, 225 and 251.
[4056] 0101 MW.........4:00pm- 5:15pm (SOND105) ROSTAMIAN, R
MATH 490 Special Topics in Mathematics Case Studies 3 credits
in Mathematical Biology
Grade Method: REG/P-F/AUD
[4059] 0101 TuTh......10:00am-11:15am (MP 401) BELL, J
MATH 611 Applied Analysis 3 credits
Grade Method: REG/AUD Prereq: MATH 600 or
permission of instructor.
[4116] 0101 TuTh.......5:30pm- 6:45pm (MP 401) GOWDA, M
MATH 627 Introduction to Parallel Computing 3 credits
Grade Method: REG/P-F/AUD
[7520] 0101 MW.........1:00pm- 2:15pm (MP 401) GOBBERT, M
MATH 630 Matrix Analysis 3 credits
Grade Method: REG/AUD Prereq: MATH 221,
MATH 301 and familiarity with a high-level
programming language, or permission of
instructor.
[4117] 0101 MW.........4:00pm- 5:15pm (MP 012) MINKOFF, S
MATH 650 Foundations of Optimization 3 credits
Grade Method: REG/AUD Prereq: MATH 221,
MATH 301 or permission of instructor.
[4118] 0101 MW.........5:30pm- 6:45pm (MP 401) SHEN, J
MATH 673 Differential Geometry 3 credits
Grade Method: REG/P-F/AUD
[7541] 0101 MW.........2:30pm- 3:45pm (ACIV210) ZWECK, J
MATH 690 Mathematics Seminars No credit
Grade Method: P-F
[4120] 0101 W.........11:00am-11:50am (MP 008) GOWDA, M
MATH 690D Mathematics Seminars No credit
Grade Method: P-F
[4121] 0101 M.........11:00am-11:50am (MP 401) DRAGANESCU, A
MATH 710A Special Topics in Applied Mathematics Case 3 credits
Studies in Mathematical Biology
Grade Method: REG/P-F/AUD It is impossible
to be comprehensive with this subject, so
we can only focus on a number of case
studies. The topics picked have intrinsic
interest, do not need a lot of specialized
background, and the mathematical
techniques we use on them have wide
applicability. In a sense the course is a
mathematical modeling course with
applications restricted to biological
topics.
[7522] 0101 TuTh......10:00am-11:15am (MP 401) BELL, J
MATH 710C Special Topics in Applied Mathematics 3 credits
Convexity and Duality
Grade Method: REG/P-F/AUD In this course,
we will cover the fundamental notions of
convex sets, convex functions, and convex
programming. In particular, we will make a
thorough study of the separation theorems
for convex sets and the duality theory of
convex programming. The duality theory can
be developed by two independent ways; by
Lagrangian functions and by perturbation
methods. We will treat both approaches,
since they give different kinds of
insights into the nature of duality.
Applications of duality theory to
particular classes of optimization
problems (e.g. linear programming,
quadratic programming, semidefinite
programming) will be developed. Theory of
convex polyhedra is a special but
important topic within convexity, and we
will also cover it in detail. Convexity
and duality are central topics in all of
optimization, regardless of whether
convexity is present in the underlying
problem or not. This course will teach
valuable material to all users of
optimization.
[4152] 0101 TuTh.......4:00pm- 5:15pm (SOND111) GULER, O
MATH 710D Special Topics in Applied Mathematics 3 credits
Artificial Neural Networks
Grade Method: REG/P-F/AUD This course
introduces the foundation of artificial
neural networks, which represent a
relatively new and fundamentally different
approach to computing and information
processing. Artificial neural networks
provide universal approximators for static
and dynamical mappings, synthetic
methodologies for building models or
solutions, and abilities to learn from and
adapt to environments. The course covers
convexification for optimization,
multilayer perceptrons, recurrent neural
networks, adaptive processing, robust
processing, machine learning, support
vector machines, hidden Markov processes,
etc.
[4153] 0101 TuTh......10:00am-11:15am (MP 105) LO, J
MATH 799 Master's Thesis Research 1-6 credits
(PermReq) Grade Method: P-F Individual Instruction
course: contact department or instructor
for permission to enroll.
[4182] 0101 Time and room to be arranged ARMSTRONG, T
MATH 898 PRE CANDIDACY DOCTORAL RESEARCH 1-6 credits
(PermReq) Grade Method: P-F Individual Instruction
course: contact department or instructor
for permission to enroll.
[4238] 0101 Time and room to be arranged ARMSTRONG, T
[4239] 0201 Time and room to be arranged BELL, J
[4240] 0301 Time and room to be arranged ZWECK, J
[4241] 0401 Time and room to be arranged GOBBERT, M
[4242] 0501 Time and room to be arranged GOWDA, M
[4243] 0601 Time and room to be arranged GULER, O
[4244] 0701 Time and room to be arranged HOFFMAN, K
[4245] 0801 Time and room to be arranged KOGAN, J
[4246] 0901 Time and room to be arranged LO, J
[4247] 1001 Time and room to be arranged LYNN, Y
[4248] 1101 Time and room to be arranged TANGBORN, A
[4249] 1201 Time and room to be arranged MATHEW, T
[4250] 1301 Time and room to be arranged MINKOFF, S
[4251] 1401 Time and room to be arranged STAFF
[4252] 1501 Time and room to be arranged NEERCHAL, N
[4253] 1601 Time and room to be arranged STAFF
[4254] 1701 Time and room to be arranged PITTENGER, A
[4255] 1801 Time and room to be arranged POTRA, F
[4256] 1901 Time and room to be arranged RATHINAM, M
[4257] 2001 Time and room to be arranged STAFF
[4258] 2101 Time and room to be arranged ROSTAMIAN, R
[4259] 2201 Time and room to be arranged ROY, A
[4260] 2301 Time and room to be arranged RUKHIN, A
[4261] 2401 Time and room to be arranged SEIDMAN, T
[4262] 2501 Time and room to be arranged STAFF
[4263] 2601 Time and room to be arranged SINHA, B
[4264] 2701 Time and room to be arranged SURI, M
[4265] 2801 Time and room to be arranged STAFF
MATH 899 Doctoral Dissertation Research 6 credits
(PermReq) Grade Method: P-F Individual Instruction
course: contact department or instructor
for permission to enroll.
[4266] 0101 Time and room to be arranged ARMSTRONG, T
MATH 999 Leave of Absence No credit
(PermReq) Grade Method: NGI This class is intended
for graduate students who wish to continue
in their degree programs, but who will not
study in the Spring 2008 semester. Contact
your departmental advisor or program
director for permission to temporarily
interrupt your studies.
[4294] 0101 Time and room to be arranged STAFF