SNHU new gen ed requirements

[LevelUP]

Update: I got surprisingly good news from my SNHU advisor. She has gone to a meeting/seminar regarding the new curriculum and was able to give me notes on what Sophia classes will be accepted to transfer for the new BSCS course evaluation.

It looks like the SNHU employee InvestigatorTall6740 from Reddit was right since pretty much everything matches up with what was said previously. This is what the SNHU GE degree plan is based on.

So only course codes SST or ENV will work for CSOJ which leaves Sophia's ENV101 Environmental Science as the only option.

Keep in mind when matching up what things will come into SNHU as, the SNHU experiences guide has the most up to date information. Sophia's equivalency guide is out of date.

Overall this is great news! We should be able to transfer in ALL 42 GE credits!

[ausernameisneeded]

> I want to graduate with a bachelor of mathematics in(or under) 1.5 years.

haven't read the entire thread, but 1.5 years is going to be tough if you really want the recommended courses
they all have prerequisites

Calculus 3 is usually required before Real Analysis
and of course that means Calculus 2 and Calculus 1

https://www.mathematics.utoronto.ca/site...ites_0.pdf

... list of courses that are recommended to ... in order to be seriously considered for the terminal master’s program :

* Linear Algebra, e.g. MAT 224
* Groups and Symmetries, e.g. MAT 301
* Complex Variables, e.g. MAT 334
* Real Analysis, e.g. MAT 337

State University of New York
Empire State University has all those
https://catalog.esc.edu/undergraduate/courses/math/
MATH 3010  Linear Algebra  (4 Credits)  
MATH 4010  Abstract Algebra I: Group Theory  (4 Credits)  
MATH 4025  Complex Variables  (4 Credits)  
MATH 4030  Real Analysis  (4 Credits)  

all offered online            
https://explore.suny.edu/courses
enter
"Empire State University" for the school
"Mathematics" for the subject area
"Upper Level Undergraduate" for the level

you could search that site for even more courses
pretty expensive if you're not a New York resident though

there's also
https://westcottcourses.com/math-courses/
* Calculus l  (4-year transferable)
* Calculus ll (4-year transferable)
* Calculus lll (4-year transferable)
* Discrete Structures (4-year transferable)
* Linear Algebra (4-year transferable)
* Methods of Proof (4-year transferable)
* Abstract Algebra (4-year transferable)

which is self study, proctored exam, credits MUST be through UMass Global  
https://westcottcourses.com/transferring-credits/

there's also American Public University System            
https://www.apu.apus.edu/course-schedule...tDirection=

* MATH418 Topology
* MATH305 Real Analysis
* MATH220 Linear Algebra

and other courses

as for Southern New Hampshire University
https://www.snhu.edu/admission/academic-.../VJnjmVIKe

one of these is required for the math degree
* MAT415 - Abstract Algebra (3)
* MAT470 - Real Analysis (3)
you can do the other as an math major elective

Thanks you your help.

I was wrong, I'm interested in the doctoral stream master program (you learn a lot more and it is funded )

Sorry for wasting your time

The suggested prerequisites are:
https://www.mathematics.utoronto.ca/site...ites_0.pdf

Doctoral-stream master’s program:

2nd year Advanced ODE’s, e.g. MAT 267H
Approximate syllabus: First-order equations. Linear equations and first-order systems. Non-linear first-order systems. Existence and uniqueness theorems for the Cauchy problem. Method of power series.
Elementary qualitative theory; stability, phase plane, stationary points. Examples of applications in
mechanics, physics, chemistry, biology and economics.

3rd year Real Analysis, e.g. MAT 357H
Approximate syllabus: Function spaces; Arzelà-Ascoli theorem, Weierstrass approximation theorem,
Fourier series. Introduction to Banach and Hilbert spaces; contraction mapping principle, fundamental
existence and uniqueness theorem for ordinary differential equations. Lebesgue integral; convergence
theorems, comparison with Riemann integral, Lp
 spaces. Applications to probability.
 
3rd year Complex Analysis, e.g. MAT 354H
Approximate syllabus: Complex numbers, the complex plane and Riemann sphere, Möbius
transformations, elementary functions and their mapping properties, conformal mapping, holomorphic
functions, Cauchy’s theorem and integral formula. Taylor and Laurent series, maximum modulus principle,
Schwarz’s lemma, residue theorem and residue calculus.

3rd year Algebra, e.g. MAT 347Y
Approximate syllabus: Groups, subgroups, quotient groups, Sylow theorems, Jordan-Hölder theorem,
finitely generated abelian groups, solvable groups. Rings, ideals, Chinese remainder theorem; Euclidean
domains and principal ideal domains: unique factorization. Noetherian rings, Hilbert basis theorem. Finitely
generated modules. Field extensions, algebraic closure, straight-edge and compass constructions. Galois
theory, including insolvability of the quintic.

3rd year Topology, e.g. MAT 327H
Approximate syllabus: Metric spaces, topological spaces and continuous mappings; separation,
compactness, connectedness. Topology of function spaces. Fundamental group and covering spaces. Cell
complexes, topological and smooth manifolds, Brouwer fixed-point theorem.

In addition to that we also value some ability in computer programming and some background in physics
(though neither is required).

Do you know an affordable online non-profit regionally accredited schools that has self paced graduate level math courses? (It may help my resume. The admission is very competitive)

The idea is, for the upper level prerequisites courses which aren't available at SNHU, I may take their graduate level equivalent (some people at UofT do this)

[rachel83az]

I don't know if any American schools that have graduate level (math) courses freely available to take - especially if you don't already have an undergraduate degree.

You might be able to find some available in Finland or in Spanish-speaking countries. But then you'd need to have your transcripts translated/evaluated for transfer to the university you attend.

[ausernameisneeded]

> I want to graduate with a bachelor of mathematics in(or under) 1.5 years.

haven't read the entire thread, but 1.5 years is going to be tough if you really want the recommended courses
they all have prerequisites

Calculus 3 is usually required before Real Analysis
and of course that means Calculus 2 and Calculus 1

https://www.mathematics.utoronto.ca/site...ites_0.pdf

... list of courses that are recommended to ... in order to be seriously considered for the terminal master’s program :

* Linear Algebra, e.g. MAT 224
* Groups and Symmetries, e.g. MAT 301
* Complex Variables, e.g. MAT 334
* Real Analysis, e.g. MAT 337

State University of New York
Empire State University has all those
https://catalog.esc.edu/undergraduate/courses/math/
MATH 3010  Linear Algebra  (4 Credits)  
MATH 4010  Abstract Algebra I: Group Theory  (4 Credits)  
MATH 4025  Complex Variables  (4 Credits)  
MATH 4030  Real Analysis  (4 Credits)  

all offered online            
https://explore.suny.edu/courses
enter
"Empire State University" for the school
"Mathematics" for the subject area
"Upper Level Undergraduate" for the level

you could search that site for even more courses
pretty expensive if you're not a New York resident though

there's also
https://westcottcourses.com/math-courses/
* Calculus l  (4-year transferable)
* Calculus ll (4-year transferable)
* Calculus lll (4-year transferable)
* Discrete Structures (4-year transferable)
* Linear Algebra (4-year transferable)
* Methods of Proof (4-year transferable)
* Abstract Algebra (4-year transferable)

which is self study, proctored exam, credits MUST be through UMass Global  
https://westcottcourses.com/transferring-credits/

there's also American Public University System            
https://www.apu.apus.edu/course-schedule...tDirection=

* MATH418 Topology
* MATH305 Real Analysis
* MATH220 Linear Algebra

and other courses

as for Southern New Hampshire University
https://www.snhu.edu/admission/academic-.../VJnjmVIKe

one of these is required for the math degree
* MAT415 - Abstract Algebra (3)
* MAT470 - Real Analysis (3)
you can do the other as an math major elective

Hi, I just discovered westcoastcourses from your link, I got excited but then I read the final protor section.
Do I have to live in the US?
Even the ID requirements are all US ones.
I don't live anywhere near the US.

---

I don't know if any American schools that have graduate level (math) courses freely available to take - especially if you don't already have an undergraduate degree.

You might be able to find some available in Finland or in Spanish-speaking countries. But then you'd need to have your transcripts translated/evaluated for transfer to the university you attend.

Ok, then the undergrad vertions of them can do.