Free Math Textbooks

Free text­books (aka open text­books) writ­ten by knowl­edgable schol­ars are a rel­a­tive­ly new phe­nom­e­non. Below, find a meta list of Free Math Text­books, part of our larg­er col­lec­tion 200 Free Text­books: A Meta Col­lec­tion. Also see our online col­lec­tion, 1,700 Free Online Cours­es from Top Uni­ver­si­ties.

• Abstract Alge­bra: The Basic Grad­u­ate Year by Robert B. Ash, Uni­ver­si­ty of Illi­nois
• Abstract Alge­bra: The­o­ry and Appli­ca­tions by Thomas W. Jud­son, Stephen F. Austin State Uni­ver­si­ty
• Advanced Alge­bra II by Ken­ny Felder,  Raleigh Char­ter High School
• Advanced Cal­cu­lus by Stern­berg Shlo­mo and Lynn Loomis, Har­vard Uni­ver­si­ty
• Alge­bra 1 (Grades 9 & 10) by Andrew and Anne Gloag, High Tech High in San Diego, Cal­i­for­nia
• Alge­bra and Analy­sis for Com­put­er Sci­ence by Jean Gal­li­er, Uni­ver­si­ty of Penn­syl­va­nia.
• Applied Prob­a­bil­i­ty by Paul Pfeif­fer, Rice Uni­ver­si­ty
• Basic Analy­sis by Jiří Lebl, Uni­ver­si­ty of Illi­nois at Urbana-Cham­paign
• Basic Con­cepts of Math­e­mat­ics by Elias Zakon, The Uni­ver­si­ty of Wind­sor
• Basic Prob­a­bil­i­ty The­o­ry by Robert B. Ash, Uni­ver­si­ty of Illi­nois
• Basic Prob­a­bil­i­ty and Sta­tis­tics by Bren­da Meery, high school math­e­mat­ics teacher in Glace Bay, Nova Sco­tia
• Book of Proof by Dr. Richard Ham­mack, Vir­ginia Com­mon­wealth Uni­ver­si­ty
• Cal­cu­lus for Begin­ners and Artists by MIT
• Cal­cu­lus Online Text­book, by Gilbert Strang, MIT
• Cal­cu­lus (PDF) by David Guichard, Whit­man Col­lege.
• Cal­cu­lus (PDF) by Gilbert Strang, MIT
• Cal­cu­lus 1 by Paul Dawkins, Lamar Uni­ver­si­ty
• Cal­cu­lus 2 by Paul Dawkins, Lamar Uni­ver­si­ty
• Cal­cu­lus 3 by Paul Dawkins, Lamar Uni­ver­si­ty
• Cal­cu­lus with Appli­ca­tions, by Daniel Kleit­man, MIT
• CK-12 Geom­e­try (Grades 10–12) by mul­ti­ple authors. Cov­ers Cal­i­for­nia cur­ricu­lum.
• CK-12 Sin­gle Vari­able Cal­cu­lus (Grades 11–12) by Mul­ti­ple authors. Cov­ers Cal­i­for­nia cur­ricu­lum.
• CK-12 Trigonom­e­try — Sec­ond Edi­tion (Grades 10–12) by mul­ti­ple authors. Cov­ers Cal­i­for­nia cur­ricu­lum.
• Col­lab­o­ra­tive Sta­tis­tics by Bar­bara Illowsky, Ph.D and Susan Dean, De Anza Col­lege
• Col­lege Alge­bra by Paul Dawkins, Lamar Uni­ver­si­ty
• Com­plex Analy­sis by George Cain, Geor­gia Insti­tute of Tech­nol­o­gy
• Com­plex Vari­ables by Robert B. Ash, Uni­ver­si­ty of Illi­nois
• Com­pu­ta­tion­al Geom­e­try by Nicholas M. Patrikalakis, Takashi Maekawa, MIT
• A Com­pu­ta­tion­al Intro­duc­tion to Num­ber The­o­ry and Alge­bra by Vic­tor Shoup, NYU
• A Course In Alge­bra­ic Num­ber The­o­ry by Robert B. Ash, Uni­ver­si­ty of Illi­nois
• A Course In Com­mu­ta­tive Alge­bra by Robert B. Ash, Uni­ver­si­ty of Illi­nois
• Design of Com­par­a­tive Exper­i­ments by R. A. Bai­ley, Uni­ver­si­ty of Lon­don
• Dif­fer­ence Equa­tions to Dif­fer­en­tial Equa­tions: An Intro­duc­tion to Cal­cu­lus by Dan Sloughter, Fur­man Uni­ver­si­ty
• Dif­fer­en­tial Equa­tions by Paul Dawkins, Lamar Uni­ver­si­ty
• Dis­crete Math­e­mat­ics: An Open Intro­duc­tion by Oscar Levin, Uni­ver­si­ty of North­ern Col­orado
• Dynam­i­cal Sys­tems by S. Stern­berg, Har­vard Uni­ver­si­ty
• Elec­tron­ic Sta­tis­tics Text­book by T. Hill & P. Lewic­ki.
• Ele­men­tary Abstract Alge­bra by W. Edwin Clark, Uni­ver­si­ty of South­ern Flori­da
• Ele­men­tary Cal­cu­lus: An Infin­i­tes­i­mal Approach by H. Jerome Keisler, Uni­ver­si­ty of Wis­con­sin-Madi­son
• Ele­men­tary Dif­fer­en­tial Equa­tions (PDF) by William F. Trench, Trin­i­ty Uni­ver­si­ty
• Ele­men­tary Dif­fer­en­tial Equa­tions with Bound­ary Val­ue Prob­lems (PDF) by William F. Trench, Trin­i­ty Uni­ver­si­ty
• Stu­dent Solu­tions Man­u­al for Ele­men­tary Dif­fer­en­tial Equa­tions and Ele­men­tary Dif­fer­en­tial Equa­tions with Bound­ary Val­ue Prob­lems (PDF) by William F. Trench, Trin­i­ty Uni­ver­si­ty
• Ele­men­tary Lin­ear Alge­bra by Kei­th Matthews, Uni­ver­si­ty of Queens­land
• Ele­men­tary Num­ber The­o­ry by W. Edwin Clark, Uni­ver­si­ty of South­ern Flori­da
• Ele­ments of Abstract and Lin­ear Alge­bra by Edwin H. Con­nell, Uni­ver­si­ty of Mia­mi
• First Course in Com­plex Analy­sis by Matthias Beck, Ger­ald March­esi, and Den­nis Pix­ton, SUNY — Bing­ham­ton
• First Course in Lin­ear Alge­bra by Dr. Robert Beez­er, Uni­ver­si­ty of Puget Sound
• Func­tions Defined by Improp­er Inte­grals (PDF) by William F. Trench, Trin­i­ty Uni­ver­si­ty
• Gen­er­at­ing­Func­tionol­o­gy by Her­bert Wilf, Uni­ver­si­ty of Penn­syl­va­nia
• Intro­duc­tion to Matrix Alge­bra by Autar K Kaw, Uni­ver­si­ty of South Flori­da
• Intro­duc­tion to Prob­a­bil­i­ty, Sta­tis­tics, and Ran­dom Process­es by Hos­sein Pishro-Nik, UMass Amherst
• Intro­duc­tion to Prob­a­bil­i­ty (PDF) by Charles Grin­stead & J. Lau­rie Snell, Swarth­more & Dart­mouth Col­leges
• Intro­duc­tion to Real Analy­sis (PDF) by William F. Trench, Trin­i­ty Uni­ver­si­ty
• An Intro­duc­tion to Sta­tis­ti­cal Learn­ing (PDF) by Gareth James, Daniela Wit­ten, Trevor Hastie and Robert Tib­shi­rani
• Intro­duc­tion to Social Net­work Meth­ods by Robert A. Han­ne­man and Mark Rid­dle, UC River­side
• Intro­duc­tion to Sta­tis­ti­cal Thought by Michael Lavine, UMASS
• Intro­duc­tion to the The­o­ry of Num­bers by Leo Moser, McGill
• Intro­duc­to­ry Sta­tis­tics: Con­cepts, Mod­els, and Appli­ca­tions by David W. Stock­burg­er, Mis­souri State
• Lec­tures on Prob­a­bil­i­ty, Sta­tis­tics and Econo­met­rics by Mar­co Tabo­ga, Econ­o­mist, Bank of Italy
• Lec­tures on Sta­tis­tics by Robert B. Ash, Uni­ver­si­ty of Illi­nois
• Lin­ear Alge­bra (PDF) by Jim Hef­fer­on, Saint Michael’s Col­lege
• Lin­ear Alge­bra by Paul Dawkins, Lamar Uni­ver­si­ty
• Math Alive by Ingrid Daubechies, Prince­ton Uni­ver­si­ty
• Math in Soci­ety by David Lip­mann, Pierce Col­lege
• Math, Numer­ics, and Pro­gram­ming (for Mechan­i­cal Engi­neers) by Masayu­ki Yano, MIT
• Math­e­mat­i­cal Meth­ods of Engi­neer­ing Analy­sis (PDF) by Erhan Çin­lar and Robert J. Van­der­bei, Prince­ton Uni­ver­si­ty
• Mul­ti­vari­able Cal­cu­lus by George Cain & James Herod, Geor­gia Tech
• Proofs and Con­cepts: The Fun­da­men­tals of Abstract Math­e­mat­ics by Dave Witte Mor­ris and Joy Mor­ris, Uni­ver­si­ty of Leth­bridge
• Real Vari­ables with Basic Met­ric Space Topol­o­gy by Robert B. Ash, Uni­ver­si­ty of Illi­nois
• Sta­tis­tics by Philip B. Stark, Uni­ver­si­ty of Cal­i­for­nia — UC Berke­ley
• A Sum­ma­ry of Cal­cu­lus by Karl Heinz Dover­mann, Uni­ver­si­ty of Hawaii
• The Book “A=B” by Marko Petkovsek, Her­bert Wilf and Doron Zeil­berg­er, Univ. of Penn­syl­va­nia and Rut­gers
• The Ele­ments of Sta­tis­ti­cal Learn­ing by  Trevor Hastie, Robert Tib­shi­rani and Jerome Fried­man
• The Method of Lagrange Mul­ti­pli­ers (PDF) by William Trench, Trin­i­ty Uni­ver­si­ty
• The Cal­cu­lus of Func­tions of Sev­er­al Vari­ables by Dan Sloughter, Fur­man Uni­ver­si­ty
• Yet Anoth­er Cal­cu­lus Text by Dan Sloughter, Fur­man Uni­ver­si­ty