CURRICULUM VITAE

Name: PEI-KEE LIN Department:MATHEMATICAL SCIENCES


EDUCATION
DEGREES DISCIPLINE INSTITUTION YEAR
M. S. Computer & Information Science Ohio State University 1981
Ph. D Mathematics Ohio State University 1980
B. S. Mathematics Tsing Hua University 1973

EXPERIENCE
RANK/POSITION DEPARTMENT/DIVISION INSTITUTION/COMPANY/ORGANIZATION PERIOD
Professor Mathematics University of Memphis 1993-present
Visiting Professor Mathematics University of Texas at Austin 1996-1997
Associate Professor Mathematics Memphis State University 1988-1993
Visiting Associate Professor Mathematics University of Texas at Austin 1989-1990
Assistant Professor Mathematics Memphis State University 1986-1988
Visiting Assistant Professor Mathematics University of Iowa 1984-1986
Instructor Mathematics University of Texas at Austin 1981-1984
Special Instructor Mathematics Ohio State University 1980-1981
Teaching Assistant Mathematics Ohio State University 1979-1980
Teaching Assistant Mathematics Ohio State University 1976-1978

HONORS/AWARDS
HONOR/AWARD INSTITUTION/COMPANY/ORGANIZATION YEAR
Outstanding Young Research Memphis State University 1997-1998
Four Year University Fellowship Ohio State University 1975-1979

TEACHING EXPERIENCE
SUBJECT INSTITUTION
Foundations of Math I, II (Undergraduate Math 1410, Math 1420) University of Memphis
College Algebra (Undergraduate Math 1710) University of Memphis & Ohio State University
Trigonometry (Undergraduate Math 1720) University of Memphis
College Algebra and Trigonometry (Undergraduate Math 1730) University of Memphis
Elementary Calculus (Undergraduate Math 1830) University of Memphis & University of Texas at Austin
Analytic Geometry and Calculus I, II, & III (Undergraduate Math 1910, 1920 & 2110) University of Memphis, University of Texas at Austin & University of Iowa
Experiences in Math (Undergraduate Math 2000) University of Memphis
Honors Calculus I & II (Undergraduate Math 1421 & 2421) University of Memphis
Discrete Structures (Undergraduate Math 2701 & 2702) University of Memphis & University of Texas at Austin
Differential Equations (Undergraduate Math 3120) University of Memphis & University of Iowa
Number Theory (math 3221) U of Memphis
Introduction to Linear algebra (Undergraduate Math 3242) University of Memphis & University of Texas at Austin
College Geometry (Math 3581) University of Memphis
Abstract Algebra (Undergraduate and Graduate Math 4261/6261) University of Memphis
Introduction to Real Analysis I & II (Undergraduate and Graduate Math 4350/6350 & 6351/6351) University of Memphis & University of Texas at Austin
Topology (Undergraduate and Graduate Math 4411/6411) University of Memphis
Linear Algebra (Graduate Math 7241) University of Memphis
Topic in Analysis (Graduate Math 7311) University of Memphis
Real Variables I & II (Graduate Math 7350 & 7351) University of Memphis
Complex Analysis (Graduate Math 7361) University of Memphis
Topology (Graduate Math 7411) University of Memphis
Algebraic Theory I,II Math 7261/7262 University of Memphis
Functional Analysis I, II (Math7355, 7356) University of Memphis
Differential Equation (Math 2120) Univ of Memphis


STUDENT ADVISING/MENTORING
CURRENT DEGREE NAME YEAR OF GRADUATION
master Alpha Ba 2011
Masters Andrew Warren  
master Amy Brunner 2010
master Binski Scott  
Ph. D. Zhou, Jee  
Master Tag, HyungJoon  
non-degree Elizabeth Perry Fall 2021
MS Joshua Grice Fall 2021
ph d Sovanlal Mondal  

Books Published

 Kothe Bochner Function Spaces , Birkhauser (2004)  

Refereed Journal Publications

 B-convexity of the space of 2-summing operators, Israel Journal Mathematics 37 (1980) 139-150.  

 Best approximation in (L1 R)¥, Journal of Approximation Theory 32 (1981) 47-63.  

 (with H. Konig and D. R. Lewis) Finite dimensional projection constants, Studia Math. 18 (1983) 341-358.  

 (with J. Elton, E. Odell and S. Szarek) Remarks on the fixed point problem for nonexpansive maps, in ``Fixed Points and Nonexpansive Mappings', Contemporary Mathematics 18 (1983) 87-120.   

 Unconditional bases and fixed points of nonexpansive mappings, Pacific Journal Mathematics 116 (1985) 69-76.  

 Remark on linear selections for the metric projection, Journal of Approximation Theory 43 (1985) 64-74.  

 (with Y. Sternfeld) Convex set with Lipschitz fixed property are compact, Proceeding American Mathematic Society 93 (1985) 633-639.  

 (with J. Arazy) On p-convexity and q-concavity of unitary matrix spaces, Integral Equations and Operator Theory 8 (1985) 633-639.  

 (with Y. Benymini) An operator of Lp without best approximation, Israel Journal Mathematics 51 (1985) 298-304.  

 (with B. L. Lin) Property (H) in Lebesgue-Bochner function spaces, Proceeding American Mathematic Society 95 (1985) 581-584.  

 (with B. L. Lin) A fully convex Banach space which does not have the Banach-Saks property, Journal of Mathematical Analysis and Applications 117 (1986) 273-283.  

 (with B. L. Lin) Denting points in Bochner Lp-spaces, Proceeding American Mathematic Society 97 (1986) 629-633.  

 (with Y. Benymini) Norm one multiplier on Lp(G), Arkiv for Mathmatik 24 (1986) 159-173.  

 On the core of nonexpansive mappings, Houston Journal Mathematics 12 (1986) 537-540.  

 (with B. L. Lin and S. L. Troyanski) Some geometric and topological properties of the unit sphere in a Banach space, Math. Ann. 274 (1986) 613-616.  

 The Browder-Gohde property in product spaces, Houston Journal Mathematics 13 (1987) 235-240.  

 A note on multiplicatively prime ideals of operators, Proceeding American Mathematic Society 101 (1987) 462-464.  

 k-uniform rotundity is equivalent to k-uniform convexity, Journal of Mathematical Analysis and Applications 132 (1988) 349-355.  

 A uniformly asymptotically regular mapping without fixed points, Canadian Mathematics Bulletin 30 (1987) 481-483.  

 (with B. L. Lin and S. L. Troyanski) Characterizaions of denting points, Proceeding American Mathematic Society 102 (1988) 526-528.  

 (with J. E. Jamison) A result on hermitian o0erators, Glasgow Mathematical Journal 13 (1988) 71-72.  

 Strongly unique best approximation in uniform convex Banach spaces, Journal of Approximation Theory 56 (1989) 101-107.  

 The isometries of L2(W,X), Illinois Journal of Mathematics 33 (1989) 621-630.  

 A counterexample of hermitian liftings, Proceeding Edinburg Mathematic Society 32 (1989) 255-259.  

 A remark on the sum of proximinal subspaces, Journal of Approximation Theory 58 (1989) 55-57.  

 The isometries of H¥(E), Pacific Journal of Mathematics 143 (1990) 69-77.  

 The isometries of Hp(K), Journal Australian Mathematic Society 50 (1991) 23-33.  

 Full 2-convexity in Bochner Lp-spaces, Rocky Mountain Journal Mathematics 21 (1991) 1071-1081.  

 (with D. N. Kutzarova, P. L. Papini, and X. T. Yu) On some geometric properties concerning closed convex sets, Colletanea Mathematica 42 (1991), 177-188.  

 Some remarks of drop property, Proceeding American Mathematic Society 115 (1992) 441-446.  

 (with X. T. Yu) Some remarks drop of the nearly uniformly convex set, Arch. Math. 59 (1992) 581-587.  

 (with X. T. Yu) The weak drop property on closed convex sets, Journal Australian Mathematic Society 56 (1994) 125-130.   

 (with J. E. Jamison and A. Kaminska) Isometries of Musielak-Orlicz spaces II, Studia Math. 104 (1993) 265-287.  

 (with N. Carothers and R. Haydon) On isometries of Lorentz function spaces, Israel Journal Mathematics 84 (1993) 265-287.  

 A remark on the Singer-orthogonality in norm linear spaces, Math. Nachrichten 160 (1993) 325-328.  

 An unbounded closed nearly uniformly convex set, Archiv der Mathematik 60 (1993) 79-84.  

 (with L. Drewnowski and A. Kaminska) On multipliers and L- and M-projections in Banach lattices and Kothe function spaces, preprint  

 Unrestricted products of contractions in Banach spaces, Journal of Nonlinear Analysis, 24 (1995), 1103-1108.  

 A remark of contraction semigroup on Banach spaces, Bulletin of London Mathematic Society 125 (1995) 169-172.  

 (with K. K. Tan and H. K. Xu) Demiclosedness principle and asymptotic behavior for asymptotically nonexpansive for asymptotically nonexpansive mappings, Journal of Nonlinear Analysis 24 (1995) 929-946.  

 (with H. Sun) Some geometric properties of Lorentz-Orlicz spaces, Archiv der Mathematik 64 (1995) 500-511.  

 (with J. M. Dye, T. Kuczumow and S. Reich) Convergence of unrestricted product of nonexpansive mappings in spaces with the Opial property, Journal of Nonlinear Analysis, 26 (1996) 767-773.  

 Asymptotic behavior for asymtotically nonexpansive mappings, Journal of Nonlinear Analysis 26 (1996), 1137-1141.  

 On the extension of 2-polynomials, Journal Mathematical Analysis and Applications 193 (1995) 795-799.  

 Extreme properties of contraction semigroup on c0, Semigroup Forum 53 (1996) 208-211.  

 k-uniform rotundity of Lorentz-Orlicz spaces, Journal of Mathematical Analysis and Applications 204 (1996), 29-45.  

 Maximality of rearrangement invariant spaces, Bulletin of the Polish Academy of sciences Mathematics 44 (1996), 381-390.  

 Maximal norm of C(S), Bulletin of London Mathematic Society 29 (1997), 345-349.  

 The average distance property of Banach spaces, Archiv der Mathematik 68 (1997) 496-502.  

 (with H. Sun) Normal structure of Lorentz-Orlicz spaces, Annales Polonici Mathematici 67 (1997) 147-168.  

 (with H. Sun) Extremity in Kothe-Bochner function spaces, Journal Mathematical Analysis and Applications, 218 (1998) 136-154.  

 Stability of the fixed point property of Hilbert spaces, Proceeding American Mathematic Society 127 (1999) 3573-3581  

 (with D. Kutzarova) Remarks about Schlumprecht space, Proceeding American Mathematic Society 128 (2000) 2059-2068  

    Stability of some properties in Kothe-Bochner function spaces, 347-357, Lecture Notes in Pure and Applied Mathemaicts, 213, Dekker, New York, 2000.  

   (with Teck-Cheong Lim, C. Petalas, and T. Vidalis) Fixed points of isometries on weakly compact convex sets. Journal Mathematical Analysis and Applications 282 (2003), 1-7.  

   (with Qingying Bu) Radon-Nikodym property for the projective tensor product of Kothe function spaces, Journal Mathematical Analysis and Applications 293 (2004) , 149-159.  

 Extrme points of Banach lattices related to conditional expectations, Journal Mathematical Analysis and  Applications 312 (2005) 138-147. 

 (with Rudong Chen and Yisheng Song)  An approximation method for strictly pseudocontractive mappings of Browder-Petryshyn type,  Journal of Nonlinear Analysis, 64(2006) 2527-2535

   

 (with A. Kaminska) On the extensions of homogeneous polynomials,  Proceeding of Amermercan Mathematical Society  137 (2007), 2471-2482.

 Generalized bi-circular projections, accepted by Journal of Mathematical Analysis and Applications 340(2008), 1-4. 

 extensions of 2-homogeneous polynomial, Acta Mathematica Sinica, 23(2007), 965-972 

 (with P.N. Dowling and B. Turett) Direct sums of renormings of  l1  and the fixed point
property,  Nonlinear Analysis, 73 (2010) 591-599.

 (with Cleon S. Barroso) On the weak-approximate fixed point property, accepted by Journal of Mathematical Analysis and Applications, 365 (2010) 171-175.

Isometric shifts  on $(c oplus X)_infty$,   Journal Mathematical Analysis and Application 384 (2011) 198-203.

 (with C. S. Barroso, O. F. K. Kalenda) On the approximate fixed point property in abstract spaces, Mathematische Zeitschrift 271 (2012) 1271-1285.

( B. Sari and  B. Zheng)  Norm Closed Ideals in $L(ell_M)$,  accepted by Proceeding of the AMS.

Fixed point theory and nonexpansive mappings, Arab J. Math (2012) 495-509.

(with A. Kaminska) Banach envelops of p-Banach lattices, 0<p<1, and Cesaro spaces,  Functiones et Approximatio (2014), 297-306

(with Wen Zhang and Bentuo Zheng) Stability of ball proximinality, J. Approx. Theory 183 (2014), 72-81.

(with Wen Zhang and Bentuo Zheng) Ball proximinal and strongly ball proximinal spaces, Journal of Convex Analysis 22(2015) 673-685.

(with Yunbai Dong and Bentuo Zheng) On Banach-Stone type theorems in uniform multiplicative subgroup of C(K)-spaces, Acta Matgenatuca Scuebtua, Wuhan Institute of
Physics and mathematics, The Chinese Academy Sciences, accepted

(with Yunbai and Bentuo Zheng) On Banach-Stone type theorems in uniform multiplicative subgroups of C(K)-spaces. Acta Math. Sci. Ser. B (Engl. Ed.) 38 (2018), no. 6, 1912–1920. 46E15 (46E25)

(with Yunbia Dong and Bentuo Zheng) An optimal linear approximation for a class of nonlinear operators between uniform algebras. J. Math. Anal. Appl. 467 (2018), no. 1, 432–445.

Refereed Conference Publications

There is an equivalent norm on l_1 that has the fixed  point property,  Nonlinear Analysis  68(2008), 2303-2308.  

 Renorming of l1 and the fixed point property,  Journal of Mathematical Analysis and Applications,
362 (2010) 534-541.

(with Sun Kwang Kim and Han Ju Lee)       The Bishop-Phelps-Bollolobas property for operators from $L_infty(mu)$ to uniformly convex Banach spaces,  Journal of  Convex Analysis 17 (2016) 243-249.

Corrigendum to the paper ``stability of ball proximality, J. Approx. theory 183 (2016) 72-81'', J of Approx. Theory 205 (2016) 149-152.

Non-Refereed Publications

 On Lorentz sequence spaces d(w,p) for 0<p<1, in Longhorn Notes-Texas Functional Analysis Seminar 1985-1986 151-156.  

 (with B. L. Lin and S. L. Troyanski) A characterization of denting points of a closed bounded convex set, in Longhorn Notes-Texas Functional Analysis Seminar (1986-1987) 99-101.  

 (with R. Haydon) Ultrapower of rearrangement-invariant function space I, in ``Banach Space Theory' Contemporary Mathematics 85 (1989) 253-280.  

 (with B. L. Lin and S. L. Troyanski) Some geometrical and topological properties of the unit sphere in a normed linear space , in ``Banach Space Theory' Contemporary Mathematics 85 (1989) 339-344.  

 (with J. M. Dye, T. Kuczumow and S. Reich) Random products of nonexpansive mappings in spaces with the with the Opial property, in ``Banach Spaces' Contemporary Mathematics 144 (1993) 87-93.  

 L-projections on Banach lattices, in ``Proceedings of the Second Conference on Function Spaces' Marcel Dekker, (1995) 265-279.  

 (with A Kaminska and H. Sun) Uniformly normal structure of Orlicz-Lorentz spaces, in ``Interaction Functional Analysis, Harmonic Analysis and Probability' Marrel Dekker, (1995) 229-238.  

(with D. Kubiak) On isometric copies of $ell_infty$ in  Ces`aro-Orlicz sequence spaces, revise

(with Yunbai Dong and Bentuo Zheng) An approximate condition for composition
operators between uniform algebras, in progress.

(with Yunbai Dong and Bentuo Zheng) A generalization of the Gelfand-Kolmogorff theorem, Publ Math Debrecen (2019) 263-268

The fixed point property and Nakano spaces, preprint

Presentations - Conference (refereed *)

There is an euivalent norm of l  that has the fixed point property , May 24, 2006 Miami University, Oxford, Ohio

Function Spaces V (August 8-September 3 1998 at Poznan) Stability of some properties in Kothe-Bochner function spaces

An equivalent norm of  l 1 that has the fixed point property, 1044 AMS meeting at Huntsville, Alabama October 23-25 2008

Fixed point theory and nonexpansive mappings, 1087 AMS meeting at University of Mississippi Oxford MS March 3, 2013

Other Presentations (refereed *)

Ball Proximinal and Strongly Ball Proximinal  Spaces, seminar talk on 9/12/2014


SERVICE
UNIVERSITY COMMITTEE/ACTIVITY PERIOD
Department = \* MERGEFORMAT Recruiting 1997-1999
  Salary 1999-2001
  Library (Chairman) 2000-2001 2002-2003
  Library (Chairman) 2002-2005
  Travel (chairman) 2001-2002
  Undergraduate 2003-2004
Department graduate commitee 2005-present
College/School College Council for Research and Graduate Studies 1997-1998
  Tenure and promotion 1998-present
University    
  COMMITTEE/EDITORIAL BOARD/OFFICE (if Chair, add [C]) PERIOD

Appendix A

Academic Year (please indicate year) Course # Course Name Credit Hours Percent Taught Enroll Labratory Supervised(S)/Instructed(I) New Preparation (Y) /(N)
fall 2020 math 1920 Cal II 4 100 42    
spring 2021 math 1920 Cal II 4 100 51    
spring 2021 math 4/6361 Complex Variables 3 100 7    
fall 2021 math 1920 Cal II 4 100 36    
fall 2021 Math 3242 Intro Linear Algebra 3 100 18    
Spring 2022 math 1920 Cal II 4 100 54    
Fall (1996) Math2322 2322 Analytic Geometry and Calculus III 3 100 120 I N
Spring (1997) Math3242 Introduction to Linear Algebra 3 100 120 I N
summer1997 Math1211 College Algebra 3 100 20 I  
summer 1997 Math2701 discrete Math 3 100 23 I  
Fall (1997) Math1312 Elementary Calculus 3 100 80 I  
  Math7350 Real Variables I 3 100 2 I  
Spring Math1312 Elementary Calculus 3 100 80 I  
  Math1312 Elementary Calculus 3 100 20 I  
  Math7351 Real Variables II 3 100 1 I  
Summer Math1211 College Algebra 3 100 15 I  
  Math1212 Trigonometry 3 100 11 I  
Fall (1998) Fall Math4242 Linear Algebra 3 100 11 I  
  Math1211 College Algebra 3 100 80 I  
  Math1213 College Algebra and Trigonometry 4 100 35 I  
Spring Math2322 Analytic Geometry and Calculus III 4 100 24 I  
summer Math1181   3 100 18 1  
  Math1181   3 100 20 1  
Fall(1999) Fall Math4350 Introduction to Real analysis 3 100 8 Fall I  
  Math1312 Elementary Calculus 3 100 80 I  
Spring (2000) Math1312 Elementary Calculus 3 100 55 I  
  Math4351 Introduction to Real analysis 3 100 3 I  
  Math1213 College Algebra and Trigonometry 4 100 39 I  
Summer Math1182 Concepts of algebra 3 100 23 I  
  Math1182 Concepts of algebra 3 100 21 I  
Fall (2000) Math3242 Introduction of Linear algebra 3 100 15 I  
  Math1312 Elementary Calculus 3 100 80 I  
Spring(2001) Math4361 Complex Variables 3 100 11 I  
  Math1312 Elementary Calculus 3 100 76 I  
Summer Math1182 Concepts of algebra 3 100 23 I  
  Math1182 Concepts of algebra 3 100 21 I  
Fall (2001) Math3242 Introduction to Linear Algebra 3 100 15 I  
  Math2000 Experiences in Math 3 100 24 I  
Spring(2002) Math2000 Experiences in Math 3 100 28 I  
  Math1410 Foundations of Math II 3 100 35 I  
  Math4411 Topology 3 100 1 I  
summer Math18301830 Elementary Calculus 3 100 25 I  
  Math1830 Elementary Calculus 3 100 22 I  
Fall (2002) Math2000 Experiences in Math 3 100 30 I  
  Math4611 Topology 3 100 10 I  
Spring Math1830 Elementary Calculus 3 100 55 I  
  Math7411 Topology 3 100 7 I  
summer Math2000 Experiences in Math 3 100 20 I  
  Math3242 Linear algebra 3 100 16 1  
Fall (2003) Math1830 18301830183 Elementary Calculus 3 100 71 I  
  Math3120 Differential equations 3 100 23 1  
Spring ((2004) Math1710 College algebra 3 100 60 1  
  Math4242 Linear algebra 3 100 8 1  
  Math6242 Linear algebra 3 100 4 1  
  Math7411 Topology 3 100 1 1  
Summer Math1710 College Algebra 3 100 31 I  
  Math2701 Discrete Structure 3 100 12 I  
Fall(2004) Math1830 Elementary Calculus 3 100 89 I  
  Math7261 Algebraic Theory I 3 100 6 I  
Spring Math1830 Elementary Calculus 3 100 78 I  
  Math7262 Algebraic Theory II 3 100 8 I  
2005 summer Math 1720 Trigonometry 3 100 13 n n
2005 summer math1830 Elementary calculus 3 100 12 n n
2005 fall math 1420 Foundation of Math 3 100 63 n n
2005 fall math6/4411 topology 3 100 7 n n
2006 spring math3242 intro Linear Algebra 3 100 11 n n
2006 spring math4/6261 Abstract Algebra 3 100 8 n n
2006 fall Math1710 College Algebra 3 100 36    
2006 fall Math4/6411 Topology 3 100 13    
2007 spring Math 3581 COLLEGE GEOMETRY 3 100      
2007 spring Math4/6242 Linear algebra 3 100      
spring 2011 Math 2701 Discrete Math 3 100 32    
spring 2011 Linear Algebra Math 6/4242 3 100 6    
fall 2011 Math 3242 Linear Alg 3 100 29    
fall 2011 Math 1710 College Algebra 3 100 53    
spring 2012 Math 7411 Topology 3 100 9    
spring 2012 Math 1830 Elementary Calculus 3 100 53    
fall 2012 math 4/6411 topology 3 100 4    
fall 2012 Math 1830 Elementary Calculus 3 100 58    
fall 2013 Math 1920 Cal II 4 100 33    
fall 2013 Math 3221 Number Theory 3 100      
spring 2014 Math 1730 Pre-Cal 4 100 22    
spring 2014 Math 3242 Linear Algebra 3 100 19    
fall 2014 Math 3242 Linear Algebra 3 100 20    
fall 2014 Math 1710 College Algebra 3 100 69    
spring 2015 Math 1710 College Algebra 3 100 56    
spring 2015 Math 4/6242 Linear Algebra 3 100      
fall 2015 Math 3242 Linear Algebra 3 100 31    
fall 2015 Math 2702 Intro proof 3 100 13    
spring 2016 Math 3242 Intro Linear Algebra 3 100 23    
spring 2016 Math 4/6242 Linear Algebra 3 100 11    
fall 2016 Math 3242 Intro Linear Algebra 3 100 16    
fall 2016 Math 2010 Differential Equation 3 19      
spring 2017 Math 1830 Elementary Calculus 3 100 66    
spring 2017 Math 3242 Intro Linear Algebra 3 100 33    
fall 2017 math 1720 Trigonometry 3 100 32    
fall 2017 Math 1910 Cal I 4 100      
spring 2018 math 4/6411 Topology 3 100 12    
spring 2018 math 1920 Cal II 4 100 54    
fall 2018 math 7350 Real Variable I 3 100 5    
fall 2018 Math 1910 Cal I 4 100 42    
spring 2019 math 7351 Real Variable II 3 100 4    
spring 2020 math 1910 Cal I 4 100 40    

Appendix B

Mentor advise Jeffrey Sevilla (Math Edu)  2015-present
 

Appendix C

Additional Information on Research/Scholarship/Creative Activities
 
Referee three articles for  Acta Mathematica Sinica (in 2005-2006).
 

Appendix D

Additional Information on Support
 

Appendix E

Additional Information on Outreach
 
Appendix A
 
Teaching Activity Name of Candidate:
 
PRIVATE Academic Year (please indicate year)
 
Course #
 
Course Name
 
Credit Hours
 
Supervised (S)
 
Instructed (I)
 
Preparation
 
Fall (1996)
 
Math2322 2322
 
Analytic Geometry and Calculus III
 
Spring (1997)
 
Introduction to Linear Algebra
 
summer1997
 
College Algebra
 
summer 1997
 
discrete Math
 
Fall (1997)
 
Elementary Calculus
 
Real Variables I
 
Elementary Calculus
 
Elementary Calculus
 
Real Variables II
 
College Algebra
 
Trigonometry
 
Fall (1998)
 
Linear Algebra
 
College Algebra
 
College Algebra and Trigonometry
 
Analytic Geometry and Calculus III
 
Fall(1999)
 
Introduction to Real analysis
 
Elementary Calculus
 
Spring (2000)
 
Elementary Calculus
 
Introduction to Real analysis
 
College Algebra and Trigonometry
 
Concepts of algebra
 
Concepts of algebra
 
Fall (2000)
 
Introduction of Linear algebra
 
Elementary Calculus
 
Spring(2001)
 
Complex Variables
 
Elementary Calculus
 
Concepts of algebra
 
Concepts of algebra
 
Fall (2001)
 
Introduction to Linear Algebra
 
Experiences in Math
 
Spring(2002)
 
Experiences in Math
 
Foundations of Math II
 
Math18301830
 
Elementary Calculus
 
Elementary Calculus
 
Fall (2002)
 
Experiences in Math
 
Elementary Calculus
 
Experiences in Math
 
Linear algebra
 
Fall (2003)
 
Math1830 183018301830
 
Elementary Calculus
 
Differential equations
 
Spring ((2004)
 
College algebra
 
Linear algebra
 
Linear algebra
 
College Algebra
 
Discrete Structure
 
Fall(2004)
 
Elementary Calculus
 
Algebraic Theory I
 
Elementary Calculus
 
Algebraic Theory II
 
PLEASE ATTACH A SUMMATION OF STUDENT EVALUATIONS FOR EACH COURSE ASSESSED.