The Palace Acquire Program offers you a permanent position upon completion of your formal training plan. As a Palace Acquire Intern you will experience both personal and professional growth while dealing effectively and ethically with change, complexity, and problem solving. The program offers a 3-year formal training plan with yearly salary increases. Promotions and salary increases are based upon your successful performance and supervisory approval.
BASIC REQUIREMENT for GS-7 and GS-9: Degree: mathematics; or the equivalent of a major that included at least 24 semester hours in mathematics. 1. GS-7: You must have completed or will complete a 4-year course of study leading to a bachelor's from an accredited institution AND must have documented Superior Academic Achievement (SAA) at the undergraduate level in the following: a) Grade Point Average 2.95 or higher out of a possible 4.0 as recorded on your official transcript or as computed based on 4 years of education or as computed based on courses completed during the final 2 years of curriculum; OR 3.45 or higher out of a possible 4.0 based on the average of the required courses completed in your major field or the required courses in your major field completed during the final 2 years of your curriculum. 2. GS-9: You must have completed 2 years of progressively higher-level graduate education leading to a master's degree or equivalent graduate degree: a) Grade Point Average - 2.95 or higher out of a possible 4.0 as recorded on your official transcript or as computed based on 4 years of education or as computed based on courses completed during the final 2 years of curriculum; OR 3.45 or higher out of a possible 4.0 based on the average of the required courses completed in your major field or the required courses in your major field completed during the final 2 years of your curriculum. If more than 10 percent of total undergraduate credit hours are non-graded, i.e. pass/fail, CLEP, CCAF, DANTES, military credit, etc. you cannot qualify based on GPA. KNOWLEDGE, SKILLS AND ABILITIES (KSAs): Your qualifications will be evaluated on the basis of your level of knowledge, skills, abilities and/or competencies in the following areas: 1. Knowledge of mathematical methods, techniques and procedures to apply general scientific theories and principles of mathematics. 2. Ability to analyze problems to identify significant factors, gather pertinent data, and recognize solutions. 3. Skill in communicating factual and procedural information clearly, orally and in writing. 4. Knowledge of computer operations and standard software applications. PART-TIME OR UNPAID EXPERIENCE: Credit will be given for appropriate unpaid and or part-time work. You must clearly identify the duties and responsibilities in each position held and the total number of hours per week. VOLUNTEER WORK EXPERIENCE: Refers to paid and unpaid experience, including volunteer work done through National Service Programs (i.e., Peace Corps, AmeriCorps) and other organizations (e.g., professional; philanthropic; religious; spiritual; community; student and social). Volunteer work helps build critical competencies, knowledge and skills that can provide valuable training and experience that translates directly to paid employment. You will receive credit for all qualifying experience, including volunteer experience.
Perform mathematical work assignments involving a segment of a scientific area, or applied field of mathematics. Apply general scientific theories, and principles of mathematics, as well as the full range of methods, procedures, and techniques, to conduct work assignments. Required to make independent decisions concerning standard practices and procedures in performance of multiple tasking, to make minor modification for work efforts, and to recommend course of action for technical problems which are not covered by standard scientific practices. Perform mathematical work in support of projects and studies assigned to higher graded mathematicians or scientists. Perform a segment of the project or study, utilizing the full range of methods, procedures, and techniques for that specific field of mathematics. Assist higher graded mathematicians or scientists in finding solutions for problems requiring a variety of data sources and scientific disciplines.