Key Benefits:
The Minister of Agriculture, Food, Fisheries and Rural Affairs and the Minister of the Public Service, State Reform and Planning Territory,
In accordance with Act No. 83-634 of 13 July 1983 as amended bearing the rights and obligations of civil servants, Act No. 84-16 of 11 January 1984 as amended laying down statutory provisions relating to the function State of the State;
Having regard to Decree No. 96-501 of 7 June 1996 on the special status of the body of the senior technicians of the Ministry responsible for agriculture, as amended by Decree No. 2000-772 of 1 August 2000;
In view of Decree No. 2002-766 of 3 May 2002 on the modalities of appointment, by the administration, in the public service of the State, members of selection boards and selection committees and its representatives in advisory bodies,
Stop:
In accordance with the provisions of Article 5 of the aforementioned Decree of 7 June 1996, the internal competition for access to the body of the senior technicians of the Ministry of Agriculture services is organized by specialty. It has an eligibility phase and an admission phase whose tests are affected by coefficients. Upon registration, candidates indicate the speciality in which they intend to compete.
A. -Written evidence of eligibility
The first eligibility test, which is common to all specialties, consists of the Writing a note from one or more documents relating to a professional subject. It must be able to verify the candidate's ability to understand a specific professional situation, to respond appropriately and to adapt his/her expression to the addressee.
(Duration: Three hours; coefficient 1.)
The second eligibility test, organized by specialty, must be able to verify the candidate's ability to Practice its theoretical scientific knowledge.
It covers the following areas:
1. Agricultural technical specialties and forestry works: life sciences and earth sciences.
(Duration: three hours; coefficient 1.)
2. Rural engineering: mathematics.
(Duration: three hours; coefficient 1.)
3. Animal biology: animal biology, including biochemistry.
(Duration: three hours; coefficient 1.)
The program is appended to this order.
B. -Intake Oral Evidence
The admission test, whose nature is common to all specialties, consists of an interview with the jury on the Basis of a curriculum vitae (possibly detailed) submitted by the applicant. Based on the professional experience of the candidate, this test aims to highlight his perception of the professional environment and the missions entrusted to the senior technicians, his communication and teamwork skills, Its reaction capabilities, its motivations and its sense of public service.
(Duration: 30 minutes maximum; coefficient 1.)
The jury assigns each of the tests a score of 0 to 20. Each score is multiplied by the corresponding test coefficient.
Any score of less than 6 out of 20 in one of the tests is eliminatory.
At the end of the eligibility tests and after deliberation, the jury establishes for each Specialization and in alphabetical order the list of candidates admitted to the admission test. Only candidates totalling at least twenty points at the end of all eligibility tests can be placed on this list.
At the end of the admission test, the jury establishes for each specialty and in order of merit the List of successful candidates, within the limits of the jobs offered for the closed competition and on the basis of the total number of points obtained in all the tests. It may establish, under the same conditions, a supplementary list.
Candidates who have obtained the same number of points at the end of the admission test shall be divided by the highest score obtained in written examination No 1 and, if Necessary, to the oral maintenance test.
The jury is appointed by the minister responsible for agriculture.
The order of 7 August 2001 laying down the organisational arrangements and the nature of the tests of the closed competition for access to the body of the senior technicians of the departments responsible for agriculture is Repealed.
The Director General of Administration at the Ministry of Agriculture, Food, Fisheries and Rural Affairs shall be responsible for the execution of this Order, which shall be published in the Official Journal of the French Republic.
Plant cell and cell organization.
Animal cell and cell organization.
Animal and plant species identification methods.
2. Flow of matter and energy from the cell to the ecosystem
Material and energy in the cell.
Material and energy at the organization level.
Material and energy in ecosystems.
3. Genetic information: its expression
and transmission
Hereditary message.
Cases of viruses.
Mitose and meiosis.
4. Circulation of Information in an Animal Organization
Nervous Message.
Hormonal Message.
Neuro-Endocrine Message.
Immune Message.
Organization's functional unit.
5. Agrosystems components
Soil geology and classification.
Topography.
Soil: physical, physical, chemical and biological.
Plant:
-large plant functions;
- Growth and development;
-biological environment and social relationships of the plant stand;
-performance components.
Climate.
6. Biomass production
Biomass by plants.
Biomass by animals.
Life sciences and earth sciences
(forest work specialty)
1. Botany
Cell and tissue:
Plant cell and cell organization.
Anatomy of vascular plants:
-vegetative organs; recall of basic concepts;
-reproductive organs; flower And its different parts (structures and role), pollination; fertilization;
-seed; ovule transformation into seeds; different seed types; seed reserves;
-fruit; ovary transformation into fruit; Different types of fruit;
-asexual multiplication: Natural and induced vegetative propagation of vascular plants;
-germination: germination conditions; morphological phenomenon of germination.
Plant Physiology:
Plant Nutrition:
-foods derived from Soil;
-absorption. Gross sap Ascension;
Photosynthesis, plant in C 3;
Overview of N nutrition;
Circulation of sap developed;
Overview of nutrient reserves;
Plant aspiration;
Plant respiration.
2. PhytoGeography
Ecology:
-climatic factors. Actions on plants, especially on trees;
-the edaphic factors. Actions on plants, especially on trees;
-biotic factors. Factors related to the presence of plants. Actions of factors related to the presence of animals. Action of factors related to the presence of men.
Chorology:
Plant distribution areas. Factors determining area boundaries.
Phytosociology:
-plant formation. Plant associations;
-forestry associations and paraforesteries.
3. Geology
Fundamental geology.
Minerals: definitions, major properties.
Roches: definitions, major eruptive, sedimentary, and metamorphic rocks.
4. Soil Pedology
Soil components. Physical and chemical properties of the main soils.
Soil classification (the different soil types).
Mathematical
(rural engineering specialty)
I. -Algebra
1. Polynomial functions
Calculations on polynomials of a variable (developments, factorizations);
If a polynomial function is null, all its coefficients are zero (valid result);
Factorization by (x-a) of a Polynomial canceling in a point a.
2. Second degree polynomials
Canonical form, discriminant; application to equation resolution and function study. Sum and product of roots.
3. Linear equation systems with numerical coefficients
Resolution by different algebraic methods.
II. -
Digital Suites and Functions 1. Global Behavior of a Function
Parity, Ceiling, Minimum, monotony.
Equality of two functions, sum, product, quotient, consisting of two functions.
Graphical representation of a function. Obtaining the graphical representation of functions such as f + l, lf, f (x + l), f (lx), from a function f.
Reading properties of a function from its graphical representation. Graphic resolution of equations f (x) = l, inequations f (x) l.
2.
limit language Limit in + y reference functions (square, cube, square root, reverse,
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Notations
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Horizontal asymptote reference And oblique asymptote.
Limit to 0 of the above functions:
Notation
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Vertical asymptote reference.
3. Common limits on limits
Limit of sum, product, quotient of two functions;
Comparison methods.
4. Derivation
Derivation in one point:
when, in the vicinity of h = 0, f (a + h) can be written as f (a + h) = f (a) + Ah + hw (h) with a limit of w zero in 0, it is said that the function f allows A for number derived in A;
Geometrical Aspect: tangent;
Kinetic Aspect: Speed;
Zero limit of variation rate
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Cartesian Equation of The tangent to the abscissa a;
Derivation over an interval. Derivative function, successive derivatives (Notations f ', f' ' ...);
Derived from a sum, a product by a constant, a product, a quotient, g ° f;
Application to the study of the local and global behavior of polynomial functions, Rational and irrational;
Continuous and strictly monotone function over an interval;
Study of sinus, cosine and tangent functions: derived, direction of variation;
Resolution of equations cos x = a, sin x = a, cos x = cos u, sin x = sin u.
5. Primitives
Primitives of a continuous function over an interval: definition.
Two primitives of the same function differ from a constant.
Primitives of common functions.
6. Logarithm and exponential functions
Neperen logarithm function (ln notation); algebraic properties; derivation;
Infinite behavior and 0;
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Number e.
The exponential function (exp notation); algebraic properties; derivation;
Notation ex;
Behavior to Infinity;
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7.
Integration The f function is continuous, notation:
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where F is a F.
primitive In the case of a positive function, a graphical interpretation of the integral using an area.
8. Suites
Suite Generation and Description:
Suite of f (n) values of a function, defined by a + 1 = f (one) relationship and an initial value. Graphic representation of a suite;
Arithmetic Suites and Geometrical Suites. Range expression expression p. Calculation of the sum of the first few terms of an arithmetic or geometric suite;
Suite monotone, augmented, reduced, bounded:
boundary language, usual boundary statements;
adjacent suites and adjacent suite theorem;
The convergence theorem of increasing suites.
III. -Vector geometry and configurations in plan
1. Vector Calculation
-Barycentre:
Collapsing a sum
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in each case
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Barium Characterization by
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Extension to a system of three or four points.
-Scalar product:
Scalar product expressions
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Scalar product properties: Symmetry, linearity.
Orthogonality conditions of two vectors.
Characterization of a line by
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Equations of a circle in an orthonormal mark.
2. Level Rows in the
Plan Level Lines
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3. Calculations of distances, angles,
areas in common plan configurations
Relationships in the triangle.
IV. -Complex numbers
The complex plan: Affixing of a point; real and imaginary part of a complex number
Conjugated with a complex number
Sum, product, complex number quotient.
Module and argument of a complex number; module and argument of a product, of a Quotient.
Ecriture eiu = cos u + i sin u.
Resolution in
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Geometric interpretation of z z 'with z' = z + b or z '- v = k (z-v) with real k non-zero, or z' - v = eiGA (z - V).
Examples of the use of complex numbers for the study of plane configurations and the resolution of problems involving translations, rotations, homothecies.
Evidence of animal biology (specialty Veterinarian)
1. General Biology
Animal cell:
Structure and role of cellular organelles
Key animal tissues (structure, location, function):
Coating Epithelium and glandular epithelium
Conjunctive Tissue:
-different types;
-support tissues: bone, cartilage, ossification;
-blood (lymph).
Specialized tissues:
-muscle tissue: striated, smooth, cardiac;
-nerve tissue: neurons, cells Annexes.
2. Mammalian Anatomy and Physiology
Digestive System and Digestion:
-in a monogastric;
-in a polygastric.
Respiratory and respiratory system.
Circulatory and Circulatory System.
Excretory apparatus and excretion:
-reproductive tract and reproduction;
-the nervous system: anatomy and circulation of a nervous message.
Endocrine glands and their secretions:
Hormonal message (principle, example: Sex hormone).
3. The main biological pathogens
The attackers:
Parasites and parasitism (tenia, moat, ascaris, brucellosis, trichina);
Mould (simple study of saprophytic mold: yeast Beer);
Bacteria (general characters, morphology, culture, toxins, enzymes);
Viruses (general characters, main types: ex: DNA virus, RNA, animal parasites);
Prions.
Organization's defences:
Non-specific and specific responses;
Vaccines and sera.
4. Biochemistry
Glucides, lipids, protides: molecular structures and roles in cellular metabolism.
Done at Paris, April 23, 2003.
Le Minister of Agriculture, Food,
Fisheries and Rural Affairs,
For the Minister and by delegation:
By preventing the Director General
from administration:
The head of service,
Y. Bobenriether
The Minister of the Public Service,
of the
and Spatial Planning,
For the Minister and delegation:
By preventing the
Director General from Administration and Public Service:
The Deputy Director,
B. Colonna of Istria
