Methods of Financial Evaluation II
Code: 102123 ECTS Credits: 62025/2026
| Degree | Type | Year |
|---|---|---|
| Accounting and Finances | OP | 4 |
Contact
- Name:
- Jordi Celma Sanz
- Email:
- jordi.celma@uab.cat
Teaching groups languages
You can view this information at the end of this document.
Prerequisites
There are no prerequisites
Objectives and Contextualisation
Get to know the characteristics of the different fixed income activities, especially those related to price fixing.
Know the different risks that can affect the performance that can be obtained with this type of activity, with special emphasis on the fact that it makes changes in the temporal structure of the type of interest.
Demonstrate that I know how to correctly assess this risk and consequently manage a fixed income asset portfolio.
Learning Outcomes
- CM16 (Competence) Critically analyse the principles, values and procedures governing the practice of the profession.
- CM18 (Competence) Quantify the APR of each of the analysed operations and the effective cost including expenses not considered by the Bank of Spain to calculate the APR.
- CM19 (Competence) Quantify the new amounts to be paid in a financial operation with variable interest when there is an unforeseen change in interest types.
- SM12 (Skill) Name the formation of prices and premiums for risk in financial markets.
Content
1. Revision of Valuation Methods I
Review of the principles of Valuation Methods I basics per a Mètodes II. Simple interest and compost interest. Constant financial returns. Actual value i final value. Aplicacions i exemples útils pels Actius de Renda Fixa
2. Actius of Renda Fixa
Characteristics of fixed income assets, money market assets, capital market assets. Rendibilitat de lletres i de bons. Characteristics of the goods with respect to other financial assets, Forms of issuance of goods. Quina relació hi ha entre el preu dels bons i els tipus d'interès. Calculation of the corrected coupon and the ex-coupon price. The IRR and the problems it poses. Operations with repurchase agreement: repos. Bons segregables, característiques dels bons obtinguts per segregació. Bo cupó zero, utilitat. Convertible bons, early amortisation, variable tipus bons.
3. Discounts on financial assets
Review of the principles of Valuation Methods I basics per a Mètodes II. Simple interest and compost interest. Constant financial returns. Actual value i final value. Aplicacions i exemples útils pels Actius de Renda Fixa
2. Actius of Renda Fixa
Characteristics of fixed income assets, money market assets, capital market assets. Rendibilitat de lletres i de bons. Characteristics of the goods with respect to other financial assets, Forms of issuance of goods. Quina relació hi ha entre el preu dels bons i els tipus d'interès. Calculation of the corrected coupon and the ex-coupon price. The IRR and the problems it poses. Operations with repurchase agreement: repos. Bons segregables, característiques dels bons obtinguts per segregació. Bo cupó zero, utilitat. Convertible bons, early amortisation, variable tipus bons.
3. Discounts on financial assets
Classification of the risks of the financial assets. Theoremes de la valoració de bons, Risc de tipus d'interesès. Duration as a measure of the risk of interest rates. Variables that affect the duration. Properties of the Duració. Sensitivity and duration, modified duration. Limitations of the concept of Duration. Convexitat, propietats. The effective Duració. Reinvested Risc.
4. Temporary structure of the types of interest
Interest rates and terms. Corba de rendiments del bo cupó zero. Interest rate to implicit terms. Internal rate of rendibilitat or rendibilitat a venciment. Relationship between the corba cupó zero and the corba de rendibilitat. Analysis of the different types of ETTI, advantages of their knowledge and applications.
5. Management of fixed income portfolios
Duration of a fixed income portfolio. The process of passive management. Carteres Indexation. Immunització. Immunització contingent. Dedication or correspondence of treasury flows. The process of active management. L'anàlisi de l'horitzó. Expectations about the type of interest. Expectations about the corb of yields and their differentials. Individual expectations about financial activities. Valuation of the results obtained in the management of a fixed income portfolio
Activities and Methodology
| Title | Hours | ECTS | Learning Outcomes |
|---|---|---|---|
| Type: Directed | |||
| practices | 17 | 0.68 | CM16, CM18, CM19, SM12, CM16 |
| theory | 32.5 | 1.3 | CM16, CM18, CM19, SM12, CM16 |
| Type: Supervised | |||
| tutoring | 20.5 | 0.82 | CM18, CM19, CM18 |
| Type: Autonomous | |||
| exercises | 46.5 | 1.86 | CM18, CM19, SM12, CM18 |
| study | 30 | 1.2 | CM18, CM19, SM12, CM18 |
The activities that allow the students the correct attainment of the objectives of the course will be:
1. Theoretical classes on teachers developing the main concepts
The aim of this activity is to present the most important concepts of the subject, the necessary basic demonstrations and the aspects in which the most mistakes are usually made in the application of theoretical concepts.
2. Practical classes
The teacher will present practical problems that will be solved together posant èmfasi in the usual mistakes made by students.
3. Student Problem Solving
Each topic will have to be associated with a list of problems that will be solved individually. It serves to assimilate the theoretical concepts exposed in class and to acquire habilitation in the resolution of practical cases of individual form.
Periodically, the resolution of these problems is discussed in the practical classes.
4.Practical activities in the classroom
In order to be able to better guide the students on their evolution, it is necessary to carry out practices in the classroom that are subsequently corrected. These practices will continue with reference to the lists of problems cited in 3.
5. It proves that the tipus test
It is not necessary to acquire ease of calculation and precision in the numerical results, reason why in occasions brief activities with multiple solutions (tipus test) will be programmed to acquire these abilities.
6. Resolution of suppositions by students
A supòsit de lavida real sovint is more complex than a practice or a qüestionari tipus test ja that interrelates different concepts of different themes. Cap at the end of the course some assumptions are solved jointly to class depending on the available times. The darrera prova d'avaluació will be the resolution of a supòsit individually.
1. Theoretical classes on teachers developing the main concepts
The aim of this activity is to present the most important concepts of the subject, the necessary basic demonstrations and the aspects in which the most mistakes are usually made in the application of theoretical concepts.
2. Practical classes
The teacher will present practical problems that will be solved together posant èmfasi in the usual mistakes made by students.
3. Student Problem Solving
Each topic will have to be associated with a list of problems that will be solved individually. It serves to assimilate the theoretical concepts exposed in class and to acquire habilitation in the resolution of practical cases of individual form.
Periodically, the resolution of these problems is discussed in the practical classes.
4.Practical activities in the classroom
In order to be able to better guide the students on their evolution, it is necessary to carry out practices in the classroom that are subsequently corrected. These practices will continue with reference to the lists of problems cited in 3.
5. It proves that the tipus test
It is not necessary to acquire ease of calculation and precision in the numerical results, reason why in occasions brief activities with multiple solutions (tipus test) will be programmed to acquire these abilities.
6. Resolution of suppositions by students
A supòsit de lavida real sovint is more complex than a practice or a qüestionari tipus test ja that interrelates different concepts of different themes. Cap at the end of the course some assumptions are solved jointly to class depending on the available times. The darrera prova d'avaluació will be the resolution of a supòsit individually.
7. Face-to-face tutorials
The student has a few hours in the teachers of the subject to resolve their theoretical and practical doubts in person.
A DeepL service
The student has a few hours in the teachers of the subject to resolve their theoretical and practical doubts in person.
A DeepL service
Annotation: Within the schedule set by the centre or degree programme, 15 minutes of one class will be reserved for students to evaluate their lecturers and their courses or modules through questionnaires.
Assessment
Continous Assessment Activities
| Title | Weighting | Hours | ECTS | Learning Outcomes |
|---|---|---|---|---|
| final test | 50% | 2 | 0.08 | |
| first test | 30% | 1.5 | 0.06 | |
| getting a job | 20% | 0 | 0 | CM16, CM18, CM19, SM12 |
IA ís absolutely forbiddden
An evaluative activity that will cover topics 1, 2 and 3 and which must be answered without consulting the material. The maximum resolution time will be 60 minutes. (26% of the note)
2. Four small tests during the course
It ius not allowed to consult any material. Maximum time 60 minutes. The test does NOT release matter. Overall weight of 24%.
A job related to the interest rate structure and good management, which is the second week of December. (25% of the note)
An individual written proof that includes all the material of the course, in the date foreseen in the calendar of the Faculty, which must be answered without any material. The maximumresolution time will be 120 minutes. (50% of the note)
The final assessment note is a weighted average of the notes of the different proves essent els coeficient s de ponderació els abans indicats. It exceeds the subject with agrade equal to or greater than 5.
For those students who, in the assessment, obtain a grade that is equal to or greater than 3. 5 and less than 5, there will be a re-evaluation. At the moment of publishing the final qualifications the modalities of this will be announced. <ahref="https://es.pons.com/traducción/inglés-español/This" target="_blank">This re-evaluation will be programmed in the calendar of examinations of the Faculty. The student who is present and the superior will pass the subject with a grade of 5. Otherwise he will keep the same grade.
It ius not allowed to consult any material. Maximum time 60 minutes. The test does NOT release matter. Overall weight of 24%.
A job related to the interest rate structure and good management, which is the second week of December. (25% of the note)
An individual written proof that includes all the material of the course, in the date foreseen in the calendar of the Faculty, which must be answered without any material. The maximumresolution time will be 120 minutes. (50% of the note)
The final assessment note is a weighted average of the notes of the different proves essent els coeficient s de ponderació els abans indicats. It exceeds the subject with agrade equal to or greater than 5.
For those students who, in the assessment, obtain a grade that is equal to or greater than 3. 5 and less than 5, there will be a re-evaluation. At the moment of publishing the final qualifications the modalities of this will be announced. <ahref="https://es.pons.com/traducción/inglés-español/This" target="_blank">This re-evaluation will be programmed in the calendar of examinations of the Faculty. The student who is present and the superior will pass the subject with a grade of 5. Otherwise he will keep the same grade.
A student who does not perform any evaluative task is considered “not evaluable”, therefore, a student who performs a continuous assessment component can no longer be qualified with a "not evaluable".”
Calendar of assessment activities
The dates of the different assessment proves (partial examinations, classroom exercises, delivery of papers, . . . ) will be announced sufficiently in advance during the semester.
The date of the final examination of the subject is programmed in the Faculty's examination calendar.
The programming of the assessment provinces may not be modified, provided that there is an exceptional and degudently justified reason why it is not necessary todraw up an assessment report. In this case, the persons responsible for the degrees, after consultation with the faculty and the student concerned, shall propose a new programme within the corresponding lecture period. Section 1 of Article 115. Calendar of assessment activities (UAB Academic Regulations)
Students and students of the Faculty of Economics and Business who, in accordance with the previous paragraph, <ahref="https://es.pons.com/traducción/inglés-español/need" target="_blank">needto change an assessment date must submit the request or fill in the document Request for rescheduling prova https://eformularis. uab. cat/group/deganat_feie/reprogramacio-proves.
The dates of the different assessment proves (partial examinations, classroom exercises, delivery of papers, . . . ) will be announced sufficiently in advance during the semester.
The date of the final examination of the subject is programmed in the Faculty's examination calendar.
The programming of the assessment provinces may not be modified, provided that there is an exceptional and degudently justified reason why it is not necessary todraw up an assessment report. In this case, the persons responsible for the degrees, after consultation with the faculty and the student concerned, shall propose a new programme within the corresponding lecture period. Section 1 of Article 115. Calendar of assessment activities (UAB Academic Regulations)
Students and students of the Faculty of Economics and Business who, in accordance with the previous paragraph, <ahref="https://es.pons.com/traducción/inglés-español/need" target="_blank">needto change an assessment date must submit the request or fill in the document Request for rescheduling prova https://eformularis. uab. cat/group/deganat_feie/reprogramacio-proves.
Recovery Processes
In order to participate in the recovery process, the student must have previously been assessed in a set of activities that represent a minimum of two third parts of the total qualification of the subject or module. Section 3 of Article 112 ter. The recovery (Academic Regulation UAB). Students have obtained an average grade of the subject between 3. 5 and 4. 9.
The date of this test will be programmed in the calendar of examinations of the Faculty. The student who is present and the superior will pass the subject with a grade of5. Otherwise he will keep the same grade.
Irregularity in appraisal reports
In order to participate in the recovery process, the student must have previously been assessed in a set of activities that represent a minimum of two third parts of the total qualification of the subject or module. Section 3 of Article 112 ter. The recovery (Academic Regulation UAB). Students have obtained an average grade of the subject between 3. 5 and 4. 9.
The date of this test will be programmed in the calendar of examinations of the Faculty. The student who is present and the superior will pass the subject with a grade of5. Otherwise he will keep the same grade.
Irregularity in appraisal reports
Without prejudice to other disciplinary measures that may be considered appropriate, and in accordance with current academic regulations, in the event that the student commits any irregularity that may lead to a significant variation in the grade of an evaluation act, this evaluation act will be marked as zero, regardless of the disciplinary process that may be instructed. (Academic Regulation UAB)
This subject does not offer the option for comprehensive evaluation.
Bibliography
Bierwag, Gerald. O. (1991). “Anàlisis de la Duración. La Gestión del riesgo de tipo de interés”. Alianza Economia y Finanzas.
Fabozzi, Frank J. & T.Dessa Fabozzi. (1989). “Bond Markets, Analysis and Strategies” Prentice Hall International
Mascareñas Pérez-Iñigo, Juan. (2002). “Gestión de Activos Financieros de Renta Fija” Pirámide
Mauleón, Ignacio. (1991). “Inversiones y Riesgos Financieros”. Espasa Calpe.
Navarro, E. i Juan M. Nave. (2001). “Fundamentos de Matemàticas Financieras” Bosch Editos.
Software
Excel sheet
Groups and Languages
Please note that this information is provisional until 30 November 2025. You can check it through this link. To consult the language you will need to enter the CODE of the subject.
| Name | Group | Language | Semester | Turn |
|---|---|---|---|---|
| (PAUL) Classroom practices | 101 | Catalan | first semester | morning-mixed |
| (TE) Theory | 10 | Catalan | first semester | morning-mixed |