| introduction to set theory |
mathematics |
monk j donald |
1969 |
|
193 |
| ordinary differential equations |
mathematics_analysis |
leighton walter |
1970 |
|
287 |
| rings and modules |
text books |
ribenboim paulo |
1969 |
|
162 |
| intro. to advanced complex calculus |
text books |
miller k s |
1960 |
|
240 |
| real num. dev. of the real no. in an axiomatic set theory |
text books |
isaacs g l |
1968 |
|
112 |
| introduction to the theory of fourious series and integral |
mathematics_analysis |
carslow h s |
1950 |
|
368 |
| number system an intutive approach |
mathematics_algebra |
hutton rex l |
1971 |
|
361 |
| introduction to the theory of partial differential equations |
mathematics_analysis |
smith m g |
1967 |
|
214 |
| differential and integral calculus |
mathematics_analysis |
franklin |
1969 |
|
679 |
| zermelo franenkel set theory |
text books |
hayden seymour |
1968 |
|
164 |
| understanding the number system |
text books |
osborm roger ,others |
1968 |
|
189 |
| solution of equations in integers |
mathematics_algebra |
gelfond a o |
1961 |
|
62 |
| applied differential equations |
mathematics_analysis |
curle n |
1972 |
|
108 |
| topics in modern analysis |
text books |
kuller r g |
1969 |
|
296 |
| mathematics concrete behavioural foundations |
text books |
scandura j m |
1971 |
|
459 |
