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Syllabus 2015-16 - 10311007 - Mathematics (Matemáticas)

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  • Level 1: Tutorial support sessions, materials and exams in this language
  • Level 2: Tutorial support sessions, materials, exams and seminars in this language
  • Level 3: Tutorial support sessions, materials, exams, seminars and regular lectures in this language
DEGREE: Grado en Químicas
FACULTY: FACULTY OF EXPERIMENTAL SCIENCES
ACADEMIC YEAR: 2015-16
COURSE: Mathematics
SYLLABUS
1. COURSE BASIC INFORMATION
NAME: Mathematics
CODE: 10311007 ACADEMIC YEAR: 2015-16
LANGUAGE: English LEVEL: 2
ECTS CREDITS: 12.0 YEAR: 1 SEMESTER: AN
2. LECTURER BASIC INFORMATION
NAME: CÁRDENAS MORALES, DANIEL
DEPARTMENT: U124 - MATEMÁTICAS
FIELD OF STUDY: 595 - MATEMÁTICA APLICADA
OFFICE NO.: B3 - 034 E-MAIL: cardenas@ujaen.es P: 2144
WEBSITE: www4.ujaen.es/~cardenas
ORCID: https://orcid.org/0000-0003-1038-3116
LANGUAGE: English LEVEL: 2
3. CONTENT DESCRIPTION

Unit 1. Numbers and functions. Derivation and integration. Sequences and series

Unit 2. Linear algebra and analylic geometry

Unit 3. Functions of several variables. Derivation and integration. 

Unit 4. Vector calculus

Unit 5. Differential equations and partial differential equations

Unit 6. Fourier analysis

Unit 7. Statistics and probability

Unit 8. Numerical methods

4. COURSE DESCRIPTION AND TEACHING METHODOLOGY

Lectures: 62 hours, 93 hours of autonomous work (homework)

Activities and problems classes: 36 hours, 54 hours of autonomous work (homework)

Classes in a computer lab: 22 hours, 33 hours of autonomous work. They will be devoted to study Unit 8 with the use of the software Mathematica.

Students with special educational needs should contact the Student Attention Service (Servicio de Atención y Ayudas al Estudiante) in order to receive the appropriate academic support

5. ASSESSMENT METHODOLOGY

Ordinary examination

a) Final exam with two parts, corresponding to each term. Score: 0-6 points, 0-3 on each part. Passing score: 1 point on each part.

Mid-term exam:  Score: 0-3 points. Passing score: 2 points. To achieve a passing score in the mid-term exam means no need to take the first part of the final exam.

b) Exam in a computer lab.     Score: 0-2 points. Alternatively the student can take some tests in the period of classes.

c) Oral presentations. Score: 0-2 points.

Extraordinary examination

a) Final exam. Score: 0-6 points. Passing score: 2 points.

b) Exam in a computer lab.     Score: 0-2 points. 

Assessed skills

a): B1, B9, CE21, P3

b): Q6, CE21, P3

c): B1, B9, CE21

 

Final Score for Ordinary and Extraordinary examinations

The final score is obtained by summing the scores corresponding to a) and b). It will be added the score from c) if the student got the passing score of a).

Alternatively, the final score can be 8/6 times the score of a) plus the score of b).

 

6. BOOKLIST
MAIN BOOKLIST:
  • Mathematics for chemistry. Edition: -. Author: Doggett, Graham. Publisher: Harlow, Essex, UK Longman Scientific & Technical, 1995  (Library)