by our College Data Analytics TeamStudying Analysis & Functional Analysis involves the study of Analysis And Functional Analysis. A Program That Focuses On The Properties And Behavior Of Equations, Multivariate Solutions, Functions, And Dynamic Systems. Includes Instruction In Differential Equations, Variation, Approximations, Complex Variables, Integrals, Harmonic Analysis And Wavelet Theory, Dynamic Systems, And Applications To Mathematical Physics. Continue reading for the important information every analysis & functional analysis major should know — including career paths, salary data, the skills you will develop, and the best colleges offering analysis & functional analysis programs.
Our 2026 Best Analysis & Functional Analysis Schools ranking analyzes these 3 schools to determine the best overall colleges for analysis & functional analysis students. Continue reading to check out one of our many unbiased rankings of analysis & functional analysis programs later in this article.
Programs in Analysis & Functional Analysis develop a specific mix of skills, knowledge, and abilities — derived from O*NET surveys of workers in the occupations analysis & functional analysis graduates commonly enter.
Skills developed in a analysis & functional analysis program reflects the day-to-day work of related occupations:
Based on O*NET data, a analysis & functional analysis major emphasizes the following knowledge areas:
People currently working in careers related to analysis & functional analysis tend to have obtained the following education levels.
| Level of Education | Percentage of Workers |
|---|---|
| Bachelor’s degree | 44.6% |
| Master’s degree | 16.3% |
| Doctoral degree | 11.4% |
| Post-doctoral training | 6.8% |
| Postsecondary certificate | 6.2% |
| Some college courses | 4.9% |
| Associate’s degree (or other 2-year) | 4.5% |
| High school diploma or equivalent | 3.7% |
| Post-master’s certificate | 0.5% |
| First professional degree | 0.5% |
| Post-baccalaureate certificate | 0.5% |
View the chart below to get an idea of what level of education most of those in analysis & functional analysis careers hold.
Source: ONET Online education / training / experience requirements.*
A degree in analysis & functional analysis prepares you for a variety of career paths. These are some of the most common occupations related to analysis & functional analysis.
The following options are some of the most in-demand careers related to analysis & functional analysis.
| Occupation | Projected Jobs | Expected Growth |
|---|---|---|
| Clinical Research Coordinators | 542,888 | 10.4% |
| Natural Sciences Managers | 179,495 | 8.7% |
| Mathematicians | 109,873 | 8.5% |
| Mathematical Science Teachers, Postsecondary | 96,977 | 14.0% |
| Water Resource Specialists | 78,994 | -0.4% |
Federal data tracks median earnings of analysis & functional analysis graduates 1, 4, and 5 years after completion. Earnings tend to climb as graduates gain experience.
| Years Out | Median Earnings |
|---|---|
| 1 year | $51,386 |
| 4 years | $65,097 |
| 5 years | $75,512 |
Source: U.S. Department of Education College Scorecard, field-of-study earnings tracker.
Salaries for analysis & functional analysis graduates vary widely by occupation. The following table shows the top highest-paying careers analysis & functional analysis grads often go into.
| Occupation | Median Annual Salary |
|---|---|
| Water Resource Specialists | $179,716 |
| Natural Sciences Managers | $132,227 |
| Clinical Research Coordinators | $110,931 |
| Mathematicians | $66,238 |
| Mathematical Science Teachers, Postsecondary | $40,564 |
With 3 different analysis & functional analysis programs to choose from, finding the best fit can be a challenge. We have analyzed these schools to produce unbiased analysis & functional analysis school rankings to help you.
Those considering analysis & functional analysis, you may also want to explore other closely related fields of study within the same broad area.
| Related Major | Annual Graduates |
|---|---|
| Mathematics, General | 25,163 |
| Mathematics, Other | 352 |
| Topology and Foundations | 2 |
| Algebra and Number Theory | 1 |
More about our data sources and methodologies.
